tag:blogger.com,1999:blog-53108267940080925392024-03-21T08:09:17.759-07:00Automação de ventilador com Arduino e sensor LM35 Varia Velocidade conforme a temperaturaAutomação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-5310826794008092539.post-89955962935570180322013-11-23T03:34:00.000-08:002013-11-23T03:34:18.938-08:00Curso Técnico em Eletrotécnica<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">ESCOLA TÉCNICA GETÚLIO
VARGAS</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">Curso Técnico em
Eletrotécnica</span></b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="mso-outline-level: 1; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Edilson
Barreira de Arruda</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jarley
Oliveira Reis</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Nelso
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"> </span>
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<span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;">AUTOMAÇÃO
DE VENTILADOR</span></div>
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requisito parcial à obtenção do grau Técnico em Eletrotécnica, pela ETEC
Getúlio Vargas/SP.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Orientador:
Domingos Altobello Neto</span></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">São
Paulo</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"># Etec Getúlio Vargas</span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-50516714797706074312013-11-20T07:33:00.000-08:002013-11-26T12:09:53.580-08:00Video Mostrando Funcionamento do TCC<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.youtube.com/watch?v=Q7KNwLBHcW0" target="_blank">http://www.youtube.com/watch?v=Q7KNwLBHcW0</a><br />
<br />
# Getúlio Vargas<br />
# GV<br />
<br />
<br />
Usamos o ferro de solda para simular a elevação da temperatura. <br />
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</div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-82710195721392953852013-11-20T07:30:00.005-08:002013-11-20T07:30:57.264-08:00Funcionamento<br />
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<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-76871627612579321102013-11-20T07:30:00.001-08:002013-11-20T07:33:39.389-08:00Etapa de testes<div class="separator" style="clear: both; text-align: center;">
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<br />
<br />
<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-64260499941215684302013-11-20T07:29:00.000-08:002013-11-20T07:29:02.501-08:00Software de programação do Arduino<br />
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<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-27504388092967612742013-11-20T07:26:00.001-08:002013-11-20T07:28:05.639-08:00Etapas de montagem do TCC<div class="separator" style="clear: both; text-align: center;">
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<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-26456679256674652252013-11-20T07:24:00.002-08:002013-11-20T07:27:44.111-08:00Componentes do TCC <div class="separator" style="clear: both; text-align: center;">
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<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-76152913406839140642013-11-20T06:17:00.002-08:002013-11-20T06:17:37.601-08:00Referências e Anexos<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 74.7pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif"; line-height: 115%;">Referências</span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"></span>
</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
BRAGA,
Newton. Circuitos eletrônicos. Disponível em (<a href="http://www.newtoncbraga/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">www.newtoncbraga</span></a><span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">)</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"> acesso em 25 de março 2013</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<a href="http://www.sabereletronica.com.br/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">www.sabereletronica.com.br</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"> Acesso em 02 de abril 2013</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<a href="http://www.unirio.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">www.unirio.com</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">.Acesso em 03 de abril 2013</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<a href="http://www.circuitstoday.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">www.circuitstoday.com</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">. Acesso em 08 de abril 2013</span></div>
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<a href="http://www.labdegaragem.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">www.labdegaragem.com</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"> Acesso em 28 de agosto de 2013</span></div>
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<br /></div>
<div class="MsoNormal" style="mso-outline-level: 1; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">OLIVEIRA
Albuquerque Rômulo, SEABRA Carlos Antônio. Utilizando eletrônica, 2ª Edição.
SÃO PAULO: Érica 2008.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Mc Roberts Michael, Arduino Básico.</span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-36891729568486748852013-11-20T06:16:00.000-08:002013-11-20T06:16:32.860-08:00Conclusão<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Conclusão<span style="mso-tab-count: 1;"> </span></span></b><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Foi concluído neste trabalho que nos
dias de hoje há necessidade de automatizar vários equipamentos, para um maior
conforto e economia de energia elétrica evitando desperdício, também visando às
pessoas que tem necessidades especiais, buscando melhor qualidade de vida para
todos. </span></div>
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<![endif]--></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nos
itens abordados buscamos automatizar um equipamento muito utilizado no
dia-a-dia das pessoas, como ventilador capaz de proporcionar conforto com um
baixo custo, e que tenha um bom funcionamento com o mínimo de manutenção.
Esperamos contribui com esse projeto de alguma forma ajudando na
conscientização do consumo sem desperdício. </span></div>
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<![endif]--></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para
termos um bom resultado de algo que desejamos, não podemos medir esforços, ter
muita dedicação e principalmente saber o que queremos, porque alem do que está
no papel deverá está também em nossa mente, um retrato do que queremos e isso
faz de nós o nosso próprio critico, para nos dizermos se o que fizemos, está
certo ou errado, bom ou ruim.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Embora
esse projeto não seja algo complexo, ficamos satisfeitos com os resultados,
pois era o que tínhamos planejado. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Percebemos
uma aceitação por parte das pessoas e que gostaria de ter em sua própria casa
ou trabalho um sistema com esse funcionamento.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dentro
dessa conclusão percebemos alguns pontos de destaque em relação ao projeto:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>a maioria das pessoas ainda não conhece esse
sistema;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>é possível de ser instalado e programado em
qualquer residência;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 74.7pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; tab-stops: center 226.75pt left 297.75pt; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>apesar de ter muita gente buscando fazer esses
tipos de automação é muito promissor.</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span></div>
<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-86134136227187439302013-11-20T06:13:00.003-08:002013-11-20T06:19:02.323-08:00Resultados<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Resultados</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">A
pesquisa pretende alcançar os objetivos descritos no item objetivo geral ao
mesmo tempo em que atender aos propósitos estabelecidos no objetivo específico.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Contribuir para a resolução de
problemas efetivos das comunidades, diminuindo o desperdício de energia
elétrica e oferecendo alternativas viáveis para o baixo consumo, com o
propósito de melhor aproveitamento. Fortalecer a noção de cidadania para a conscientização
do uso da energia elétrica a partir de sistemas automatizados evitando o
funcionamento desnecessário.</span></div>
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<span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-themecolor: text1;">Inicialmente começamos o projeto com o CI TDA1023,
pois teoricamente seria melhor, mas tivemos que mudar devidos a alguns fatores
que inviabiliza o projeto com esse CI, que funcionou durante os testes, mas
devido ser muito sensível e difícil de ajustar para trabalhar na aplicação
desejada, depois de pronto fazendo ajustes finais ele parou de funcionar e
realizando testes descobrimos que tinha queimado, e com o custo muito alto e
difícil de encontrar até nos maiores distribuidores, resolvemos então continuar
com o projeto utilizando o Arduino, mas sem mudar o objetivo inicial no caso,
“Automação de ventilador” o Arduino apresenta maior versatilidade diante do
TDA1023, mais flexível, moderno e pode ser reprogramado sempre que quiser ou
precisar, só basta conectá-lo ao computador utilizando software disponível na
internet e por ser muito utilizado é mais fácil de comprar, tem custo-benefício
melhor.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Embora o Arduino seja o que
escolhemos para a execução do projeto, com o TDA1023 e os demais componentes
utilizados no primeiro circuito, ajudou muito na compreensão de funcionamento
do mesmo foi muito proveitoso para nosso aprendizado, inclusive na decisão de
optarmos pelo Arduino que foi uma experiência incrível, talvez se tivesse dado
certo da primeira vez deixaríamos de aprender sobre esse mundo incrível do
Arduino.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Buscamos a maior quantidade
possível de informações para nosso trabalho, tentando entender a função de cada
componente e qual a importância que cada um representa.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Conforme dados levantados sobre o
projeto, pesquisas realizadas para elaboração e testes feitos durante a
montagem do circuito, obtivemos com êxito os resultados esperados pelo grupo.</span></div>
Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-53358900501319324012013-11-20T06:12:00.001-08:002013-11-20T06:12:45.847-08:00Vantagens e desvantagens com o TDA1023 e Vantagens e desvantagens com o Arduino<div style="text-align: center;">
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Vantagens
e desvantagens com o TDA1023</span></b></div>
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<br /></div>
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</span>Vantagens: </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>É um circuito simples com poucos
componentes e pode ser ligado direto à rede elétrica sem o uso de fontes e
custa pouco.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Desvantagens:</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">O
<span style="mso-spacerun: yes;"> </span>CI TDA 1023 é o componente mais caro e
muito sensível pode queimar apenas no manuseio, é difícil de ajustar para atuar
na temperatura desejada e alem ser difícil de encontrar nas lojas de
componentes eletrônicos.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Vantagens e desvantagens com o Arduino</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Vantagens:</span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"> O Arduino não é muito caro, tem uma
variação de aplicações, fácil de encontrar em lojas do ramo, pode ser
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Desvantagens:</span></b></div>
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computador deve ter instalado o drive e o software, o usuário deverá conhecer
programação do Arduino (linguagem C).</span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-75703645110577871432013-11-20T06:10:00.003-08:002013-11-20T06:10:48.029-08:00Custo do projeto montado com TDA 1023 e Custo do projeto montado com Arduino<!--[if gte mso 9]><xml>
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1023</span></b></div>
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<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="height: 23.8pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 23.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Itens</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 23.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Descrição</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 23.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Valor unit.</span></div>
</td>
<td nowrap="" style="height: 23.8pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Qunt.</span></div>
</td>
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 23.8pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Total</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TDA1023</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45,00</span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Triac</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,50</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">NTC</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Capacitor eletrolítico 220uF</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Capacitor eletrolítico 47uF</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Capacitor eletrolítico 100nF</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 9;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">7</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Mini ventilador 127/220v</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">32,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">32,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 10;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Potenciometro 10k</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 11;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">9</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Resistor 6,8k/5w</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,50</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 12;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Resistor 180K</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 13;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">11</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Resistor 10k</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 14;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">12</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Porta fusível </span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2,30</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2,30</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 15;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">13</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Chave gangorra</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3,00</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 16;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">14</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Dissipador de calor</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,80</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,80</span></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 17;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="height: 22.65pt; mso-yfti-irow: 18; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 35.45pt;" valign="bottom" width="47">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Total</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 183.8pt;" valign="bottom" width="245">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.8pt;" valign="bottom" width="94">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">98,10</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 39.6pt;" valign="bottom" width="53">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 22.65pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 72.25pt;" valign="bottom" width="96">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">98,10</span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">13.1 <span style="mso-spacerun: yes;"> </span>Custos do projeto montado com Arduino UNO</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 2.75pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-yfti-tbllook: 1184; width: 597px;">
<tbody>
<tr style="height: 17.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" nowrap="" style="border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Lista
de componentes</span></b></div>
</td>
<td colspan="2" nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">VALOR</span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">QUANT.</span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">TOTAL</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 1;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 2;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Placa Arduino UNO.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70,00</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 3;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Sensor de temperatura
LM35.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5,20</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5,20</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 4;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Transistor mosfet N. </span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,30</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,30</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 5;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Relé com bobina 5V DC
contatos 10/127V</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4,60</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4,60</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 6;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Diodo 1N4001.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,50</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 7;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Bateria de 9V.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">9,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">9,00</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 8;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Mini ventilador de
127/220V.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">32,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">32,00</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 9;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Resistores 10kΩ.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,20</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 10;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Resistor 1kΩ.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,20</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,20</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 11;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Resistores 330Ω.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,20</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,60</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 12;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">LED verde.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 13;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">LED amarelo.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 14;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">LED vermelho.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,40</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 15;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Placa de circuito.</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15,00</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 16;">
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: solid black 1.0pt; border-top: none; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-right-alt: solid black .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Cabo USB</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8,50</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 17;">
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: solid black 1.0pt; border-top: none; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-right-alt: solid black .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Conector</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,00</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6,00</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 18;">
<td colspan="2" nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Adaptador de bateria</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 8.0pt;" valign="bottom" width="11">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 63.0pt;" valign="bottom" width="84">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10,50</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10,50</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 19;">
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: solid black 1.0pt; border-top: none; height: 17.5pt; mso-border-alt: solid windowtext .5pt; mso-border-right-alt: solid black .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 241.75pt;" valign="bottom" width="322">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Mini borne</span></div>
</td>
<td colspan="2" nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.0pt;" valign="bottom" width="95">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,80</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 59.55pt;" valign="bottom" width="79">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 75.7pt;" valign="bottom" width="101">
<div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,80</span></div>
</td>
</tr>
<tr style="height: 17.5pt; mso-yfti-irow: 20; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 17.5pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 192.7pt;" valign="bottom" width="257">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-91930491228619118422013-11-20T06:08:00.003-08:002013-11-20T06:08:59.123-08:00Lista de componentes do TDA1023 e Arduino<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">TRIAC
- TIC226D - Triac para 8 ampères x 400 V</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D1
- 1N4007 - diodo retificador de silício.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Resistores:</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">R1
- 10 kΩ 1/2 W </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">R2
- 180Ω x 1/2 W </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">R3
- 6,8 kΩ x 5 W </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">R4
- 100Ω x 1/2 W </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">P1
- 22 kΩ - potenciômetro ou trimpot</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">NTC
- NTC de 10 kΩ </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-style: italic;">Capacitores:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">C1
- 220 uF/25 V - eletrolítico</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">C2
- 100 nF - poliéster</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">C3
- 47 uF/25V - eletrolítico</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-style: italic;">Diversos:</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Placa
de circuito impresso, caixa para montagem, fios, solda, botão para o
potenciômetro, radiador de calor para o triac, etc.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-themecolor: text1;"> <span style="mso-spacerun: yes;"></span>Lista de
componentes com Arduino Uno</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-Placa
Arduino UNO.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1- Sensor
de temperatura LM35.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-
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<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1- Relé
com bobina 5 V DC contatos 10/127V</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1- Diodo
1N4001.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-
Bateria de 9 V.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1- Mini
ventilador de 127 / 220V.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">2-Resistores
10kΩ.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-
Resistor 1kΩ.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">3-Resistores
330Ω.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Arial Unicode MS";">1-LED<span style="mso-spacerun: yes;"> </span>verde.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Arial Unicode MS";">1-LED<span style="mso-spacerun: yes;"> </span>amarelo.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Arial Unicode MS";">1-LED vermelho.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-Placa
de circuito.</span></div>
<div class="MsoNormal">
<span style="color: black; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1- Conector</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1- Cabo
USB</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">1-Adaptador
de bateria<span style="mso-tab-count: 1;"> </span> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">2- Mini
bornes</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-90466587870621240282013-11-20T06:07:00.002-08:002013-11-20T06:07:13.192-08:00Metodologias de ajuste do Arduino <div class="separator" style="clear: both; text-align: center;">
</div>
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<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Metodologias
de ajuste do Arduino</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-outline-level: 1; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para ajustar o
acionamento do motor que será ligado no circuito do Arduino, deve-se conectar
via cabo USB no computador e fazer a configuração de acordo com a necessidade
de ligar ou desligar numa temperatura programada, lembrando que para esse
ajuste o usuário deverá conhecer a linguagem do Software utilizado, em
linguagem C ou semelhante<span style="mso-spacerun: yes;"> </span>fig.19.<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span><img alt="" 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19 </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Conexão de cabos para ajuste do Arduino.<span style="mso-spacerun: yes;">
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-13060155167650594982013-11-20T06:00:00.000-08:002013-11-20T06:00:01.279-08:00Transistor Mosfet canal N <!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Transistor
Mosfet canal N </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O transistor mosfet canal N, tem
funcionamento parecido com um transistor TBJ, os dois necessitam de pulsos nos
Gates para funcionar. A diferença entre eles é que, para um transistor TBJ
funcionar necessita de uma pequena corrente IBE, ou seja, corrente da base para
o emissor e a corrente entre coletor e emissor começa a existir e para
controlar essa corrente basta controlar a corrente de base para aumentar ou
diminuir a corrente ICE, figura 18. O mosfet necessita apenas de uma pequena
tensão no Gate para conduzir, não há corrente no gate e a corrente entre, o source
e o drain, será controlada aumentando ou diminuindo a tensão no gate figura 17.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast;">Fig: 17
transistor mosfet Canal N</span></b></div>
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<div class="" style="clear: both; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast;"></span></b></div>
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<img alt="" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Fig: 18
Símbolo do transistor NPN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Obs: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">drain=dreno
ou saída, source =fonte.<span style="mso-spacerun: yes;"> </span></span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-67010274947345720742013-11-20T05:55:00.002-08:002013-11-20T05:57:22.177-08:00Sensor LM35<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 150%; margin-top: 12pt; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span style="background: #F8F8F8; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-themecolor: text1;">Sensor LM35</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; text-align: justify; text-justify: inter-ideograph;">
<span style="background: #F8F8F8; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="background: #F8F8F8; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>O sensor LM35 é um sensor de
precisão, fabricado pela National Semiconductor, que apresenta uma saída de
tensão linear proporcional à temperatura a que se encontra, no nosso caso esta
tensão varia entre 0V e 5V, pois o sensor é alimentado com 5V.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background: #F8F8F8; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>O LM35 não necessita de qualquer
calibração externa ou “trimming” para fornecer os dados com exatidão, porém
para ser lido pelo Arduino necessita de conversão, pois o Arduino lê apenas
valores inteiros entre 0 e 1023. Assim sabendo que este sensor tem uma
resolução de 10mV para cada 1ºC.</span></div>
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<span style="background: #F8F8F8; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">Isso significa que o valor
de 1023 no Arduino representa a maior tensão a ser aplicada no transistor e
quando<span style="mso-spacerun: yes;"> </span>esse valor cair pra zero a
temperatura será 0°C, mas o arduino <span style="mso-spacerun: yes;"> </span>só
emite o sinal de tensão no transistor quando atingir a temperatura programada
para atuar.<span style="mso-spacerun: yes;"> </span></span></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast;">Fig: 16
sensor LM35 </span></b></div>
Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-3254191877659039582013-11-20T05:50:00.001-08:002013-11-20T05:54:52.502-08:00Relés<!--[if gte mso 9]><xml>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-themecolor: text1;">Relé</span></b></div>
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<span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">O relé é um dispositivo<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Eletromec%C3%A2nico" title="Eletromecânico"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">eletromecânico</span></a><span class="apple-converted-space"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"> </span></span><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">com inúmeras aplicações possíveis em comutação de contatos
elétricos. Servindo para ligar ou desligar dispositivos. É normal o relé estar
ligado a dois<span class="apple-converted-space"> </span></span><a href="http://pt.wikipedia.org/wiki/Circuitos_el%C3%A9tricos" title="Circuitos elétricos"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">circuitos elétricos</span></a><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">. No caso do Relé eletromecânico, a comutação é
realizada alimentando-se a bobina do mesmo. Quando uma corrente originada no
primeiro circuito passa pela bobina, um campo eletromagnético é gerado,
acionando o relé e possibilitando o funcionamento do segundo circuito. Sendo
assim, uma das aplicabilidades do relé é utilizar-se de baixas correntes para o
comando no primeiro circuito, protegendo o operador das possíveis altas
correntes que irão circular no segundo circuito (contatos). Esse relé que
utilizamos tem tensão de bobina de apenas 5V DC para funcionar e o segundo
circuito poderá ligar em até 127V com capacidade de corrente de 10 A. </span></div>
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<br /></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;">Fig: 12 Parte de cima do
relé<span style="mso-spacerun: yes;"> </span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"><span style="mso-spacerun: yes;"><br /></span></span></b></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"><span style="mso-spacerun: yes;"></span>Fig: 13 Pinos do relé<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></b></span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"><span style="mso-spacerun: yes;"><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span></span></b></span></span></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZ524cm5tTS6Nt1R-udmXxWbcAN5P0tYVB6DMkEAcvIBvVKkGZeK7yAVc2r_btBp3xMk3BFNQu5opUr1-s_JcrCIIASFXommTTAPFudEeWl8ComT-ni0391jjbn6rInxq19d0vqhrV1s/s1600/h.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZ524cm5tTS6Nt1R-udmXxWbcAN5P0tYVB6DMkEAcvIBvVKkGZeK7yAVc2r_btBp3xMk3BFNQu5opUr1-s_JcrCIIASFXommTTAPFudEeWl8ComT-ni0391jjbn6rInxq19d0vqhrV1s/s1600/h.jpg" height="200" width="197" /></a><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"><span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"></span>Fig: 14
Ligação no relé<span style="mso-spacerun: yes;"> </span></span></b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyQT7R8YPAp3WS7ofV7y1ZBrmpLmxch6Xj40fOzakzf9iBikBNkuR5CCrfkTluBhAG1PWyx3K32d6B8bcs2hvY-QVVPfFMskDiXFEaSMnHLUJZ_xHK4m-b5USTBHuU6fCghElajl6RBCE/s1600/df.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyQT7R8YPAp3WS7ofV7y1ZBrmpLmxch6Xj40fOzakzf9iBikBNkuR5CCrfkTluBhAG1PWyx3K32d6B8bcs2hvY-QVVPfFMskDiXFEaSMnHLUJZ_xHK4m-b5USTBHuU6fCghElajl6RBCE/s1600/df.jpg" height="155" width="400" /></a></div>
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<span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"><b style="mso-bidi-font-weight: normal;">Fig: 15 Ligação do relé com um transistor</b></span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-81769567043538067332013-11-20T05:45:00.001-08:002013-11-20T05:45:42.546-08:00Ethernet Shields<!--[if gte mso 9]><xml>
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<span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">Os Shields são plaquinhas que podem ser encaixadas em cima do
Arduino para aumentar sua funcionalidade. Por exemplo, a Ethernet Shield que
oferece a interface necessária ao circuito para conectar o Arduino a uma rede
de internet. Conforme imagem abaixo.<span style="mso-spacerun: yes;"> </span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvIyK1M2xVpbjs-4gHCaVtJr-16rWVCs5yk_um4b8N5LRmjnLJ92HaLmispgYD7iqXxWq0PXGF0ahX2lPFEX7t4jTFX4JTawNEn1GeND62mM3jlSBn8_TEQtAwWMt7JN4zI5kHZYJpMs/s1600/Arduino_EthernetShield.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXvIyK1M2xVpbjs-4gHCaVtJr-16rWVCs5yk_um4b8N5LRmjnLJ92HaLmispgYD7iqXxWq0PXGF0ahX2lPFEX7t4jTFX4JTawNEn1GeND62mM3jlSBn8_TEQtAwWMt7JN4zI5kHZYJpMs/s1600/Arduino_EthernetShield.jpg" height="320" width="320" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;">Fig: 11 Ethernet Shield</span></b></div>
<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-88611073312856339802013-11-20T05:39:00.000-08:002013-11-20T07:38:00.895-08:00Montagem do circuito em placa protoboard<div class="separator" style="clear: both; text-align: center;">
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;">Fig. 10 Montagem do
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</span></b></span></b></div>
<div class="Estilo1">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;"><b style="mso-bidi-font-weight: normal;"><b style="mso-bidi-font-weight: normal;"><span style="background: white;">Observação: </span></b><span style="font-weight: normal;"><span style="background: white;">O transistor
mosfet de canal N utilizado para essa aplicaçao, não necessita de dissipador de
calor porque confome datasheet anexado a esse documento, ele tem capacidade de
conduzir uma corrente de 32A, a 25°C e 22,6A a 100°C enquanto a corrente
utilizada para acionar o relé é de apenas 50mA.</span></span></b></b><br />
<br />
<div style="text-align: center;">
<b><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="background: white;">Diagrama Unifilar do circuito</span></span></span></span><span style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-weight: normal;"><span style="font-weight: normal;"><span style="background: white;"> </span></span></span></span></b></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuY1UGJf_Wz_2VT-JWaylvh_k17kDWhlxxy2eIihzYWzAdQI3ndNYWckZSz9W7UUnoWA0AthJbr1wCLNaIj5pO-tMd1MuOYLy8fCMU26j1-5G6C67SLRJZqP4gYYM2D0U9OpTcJ9-BU28/s1600/DIAGRAMA+DOOCIRCUITO+DO+TCC_Esquem%C3%A1tico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuY1UGJf_Wz_2VT-JWaylvh_k17kDWhlxxy2eIihzYWzAdQI3ndNYWckZSz9W7UUnoWA0AthJbr1wCLNaIj5pO-tMd1MuOYLy8fCMU26j1-5G6C67SLRJZqP4gYYM2D0U9OpTcJ9-BU28/s1600/DIAGRAMA+DOOCIRCUITO+DO+TCC_Esquem%C3%A1tico.jpg" height="361" width="640" /></a></div>
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</span></b> </span></b>Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-53399165525310035432013-11-20T05:34:00.001-08:002013-11-20T05:35:00.343-08:00Arduino<!--[if gte mso 9]><xml>
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<b><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-themecolor: text1;">Arduino</span></b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-themecolor: text1;">O Arduino é uma
plataforma eletrônica open-source de prototipagem baseada em hardware e
software flexíveis e fáceis de usar.</span><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-themecolor: text1;"> O Arduino pode ler sensores, controlar atuadores como
(motores, lâmpadas e etc.), processar informação e dessa forma controlar
dispositivos ou o ambiente da forma que quisermos, bastando para isso programá-lo
através do computador. </span><b><span style="color: #111111; font-size: 12.0pt; line-height: 150%;">O Arduino é OPEN-SOURCE,</span></b><span class="apple-converted-space"><span style="color: #111111; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></span><span style="color: #111111; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Isso significa que qualquer um é livre para montar seu próprio
Arduino e ainda modificá-lo. Tanto o software quanto o hardware. Existe uma
extensa comunidade desenvolvendo as mais diversas aplicações, programas e
Shields para serem usados com o Arduino. </span></div>
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<span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O Arduino Uno é uma placa de micro controlador baseado
no ATmega 328 . Possui 14 entradas / saídas digitais (dos quais
6 podem ser usados como saídas PWM), 6 entradas analógicas, um de
16 MHz ressonador cerâmico, uma conexão USB, um conector de
alimentação, um cabeçalho ICSP, e um botão de reset. Ele contém tudo o
necessário para suportar o micro controlador, basta conectá-lo a um computador
com um cabo USB ou ligá-lo com um adaptador AC para DC ou bateria para começar. </span></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;">Fig. 9</span></b><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-themecolor: text1;"> <b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"></span>Arduino UNO</b></span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-39735585074464385932013-11-20T05:29:00.000-08:002013-11-20T05:31:39.086-08:00Montagem do diagrama completo do controlador de temperatura<!--[if gte mso 9]><xml>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Montagem
do diagrama completo do controlador de temperatura</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDwOvvxHfD86WhisBuxWjx_GpnsmvJ2y04RWDoOdlqw8F4Rm43VgPLiF1EI1Zgp3oxvK8BPRplpVq0STkZYGjue296VTcOu_m108B5Py7MW0TctY9Ed2jCI6mxapLhcEhn1-2cGGTqjww/s1600/Montagem+do+diagrama+completo+do+controlador+de+temperatura..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDwOvvxHfD86WhisBuxWjx_GpnsmvJ2y04RWDoOdlqw8F4Rm43VgPLiF1EI1Zgp3oxvK8BPRplpVq0STkZYGjue296VTcOu_m108B5Py7MW0TctY9Ed2jCI6mxapLhcEhn1-2cGGTqjww/s1600/Montagem+do+diagrama+completo+do+controlador+de+temperatura..png" height="448" width="640" /> </a></b></div>
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<b style="mso-bidi-font-weight: normal;"><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Fig: 8 Diagrama de circuito com TDA1023 </b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">O Triac é do tipo TIC226D para a rede de220 volts e
deve ser dotado de um bom radiador de calor. Os capacitores eletrolíticos devem
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<div class="Estilo1" style="text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b style="mso-bidi-font-weight: normal;">Metodologia para ajuste
do equipamento com TDA1023</b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Para
ajustar o aparelho, deve-se ter um termômetro como referência e atuar sobre p1
até se obter a temperatura desejada no ambiente em que o sistema vai ser
utilizado.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Lembrando
que existe um bom tempo de resposta para que o NTC equilibre sua temperatura
com o ambiente, o que exige muita paciência neste ajuste. </span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-28964460038772808772013-11-20T05:11:00.004-08:002013-11-20T05:25:24.336-08:00Tiristor,Scr,Triac e Diac<div class="" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b>Tiristores e retificadores controlados</b></div>
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<br /></div>
<div class="MsoNormal" style="mso-outline-level: 1; tab-stops: 144.0pt; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span> TIRISTOR </span></b></div>
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<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">O nome tiristor engloba uma família de dispositivos semicondutores que
operam em regime chaveado, tendo em comum uma estrutura de 4 camadas
semicondutoras numa seqüência p-n-p-n, apresentando um funcionamento biestável.
</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">A invenção do tiristor no fim dos anos 50 do século passado foi
responsável por um<span style="mso-spacerun: yes;"> </span>grande avanço
no requisito, tecnológica da eletrônica de potência, que se estendeu pelos anos
60 e propiciou na década de 70 o início da implantação da eletrônica de
potência em escala industrial.<span style="mso-spacerun: yes;"> </span>A principal
vantagem dos tiristores é o controle de grande quantidade de energia. Essa
característica faz com que esses dispositivos sejam utilizados tanto no
controle eletrônico de potência quanto na conversão de energia.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
função de um tirístor é de abrir e fechar circuitos com cargas, como motores,
eletroímãs, aquecedores, converter CA em CC, CC em CA como exemplo prático o
inversor de frequência. Os tiristores trabalham sempre entre dois estados de
funcionamento, o corte e a condução, por isso podemos dizer que são
dispositivos de comutação e com a vantagem de funcionarem tanto em corrente
alternada como em corrente continua, depende do modelo e da aplicação.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">Como exemplo de tiristores, podemos
citar o SCR, o TRIAC e o DIAC.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"></span>SCR</span></b></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="color: black;">O SCR (SiliconControlledRectifier)
o ‘retificador controlado de silício’ se assemelha a um diodo pelo fato da
corrente poder fluir pelo dispositivo em um único sentido, entrando pelo
terminal de anodo e saindo pelo terminal de catodo. No entanto, difere de um
diodo, porque, mesmo quando o dispositivo está diretamente polarizado, ele não
consegue entrar em condução, enquanto não ocorre a ativação do seu terminal de
controle, (denominado porta, ou gate).Ao invés de usar um sinal contínuona
porta como nos transistoresno sinal de controle, os tiristores são comutados ao
ligamento pela aplicação de um pulso ao terminal de porta, ainda que seja de
curta duração. Uma vez comutado para o estado de ligado, o tiristor SCR
permanecerá por tempo indefinido neste estado, enquanto o dispositivo estiver
diretamente polarizado e a corrente de anodo se mantiver acima do valor mínimo
para corrente de manutenção.</span></div>
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<span style="color: black;">Os SCR's são
empregados em corrente alternada como retificadores controlados e, quando
utilizados em corrente contínua, comportam-se como chaves. O SCR é apenas um
tipo de tiristor usado na indústria. </span><br />
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A figura abaixo ilustra a estrutura e o símbolo de um SCR:</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0MkvIcbu6IDM6pDXjLkOiQ7FdpkGPYQswF_WiL7JmbIpjBopF4OoHtACQiW6HFivJIJNQdRnAlvahNYRHggwf1x4lpxRUUBucI0cAo4LH1pnZRZ4HXqN9mnP5nh7liuGCJmBfJ0W6Nw/s1600/%25C3%258Dndice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0MkvIcbu6IDM6pDXjLkOiQ7FdpkGPYQswF_WiL7JmbIpjBopF4OoHtACQiW6HFivJIJNQdRnAlvahNYRHggwf1x4lpxRUUBucI0cAo4LH1pnZRZ4HXqN9mnP5nh7liuGCJmBfJ0W6Nw/s1600/%25C3%258Dndice.jpg" height="186" width="320" /></a></div>
<div style="text-align: center;">
<b>Fig 2</b></div>
</div>
</div>
<div class="Estilo1">
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<![endif]--><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast;"> A imagem a seguir mostra
três modelos de SCR's: baixa, média e alta potência (da esquerda para a
direita). Seus tamanhos não estão em escala.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNmcScuMU6aRak5Xnh9T4zl7AsHsCVeuls-DaAAHqN8hCl1kgEvCW7DITL5B8LSAGUnHmaeEsWp4iwTtMBdVBm3FAioYrmL6Uor7q3NnRXKY1V2XXy572aCCDBMn2vZ-XiJjq7ZEX-Yc/s1600/%25C3%258Dndice.jpghj.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNmcScuMU6aRak5Xnh9T4zl7AsHsCVeuls-DaAAHqN8hCl1kgEvCW7DITL5B8LSAGUnHmaeEsWp4iwTtMBdVBm3FAioYrmL6Uor7q3NnRXKY1V2XXy572aCCDBMn2vZ-XiJjq7ZEX-Yc/s1600/%25C3%258Dndice.jpghj.jpg" height="150" width="320" /></a></div>
<div style="text-align: center;">
<b>Fig 3</b></div>
<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"></span>TRIAC</span></b></div>
<div class="style4" style="line-height: 150%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 15.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
Um TRIAC (Triode for Alterna Ting Current)
é um componente eletrônico equivalente a dois SCRs ligados em antiparalelo e
com os terminais de disparo gate, ligados juntos. Este tipo de ligação resulta
em uma chave eletrônica bidirecional, que pode conduzir a corrente elétrica nos
dois sentidos.</div>
<div class="style4" style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 15.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
Um TRIAC pode ser disparado tanto por uma
corrente positiva quanto negativa aplicada no terminal de disparo. Uma vez
disparado, o dispositivo continua a conduzir até que a corrente elétrica caia
abaixo do valor de corte. Isto torna o TRIAC um bom dispositivo de controle
para circuitos de corrente alternada, que permite acionar grandes potências com
circuitos acionados por correntes da ordem de miliamperes.</div>
<div class="style4" style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 15.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
Também podemos controlar o início da
condução do dispositivo, aplicando um pulso em um ponto pré-determinado do
ciclo de corrente alternada, o que permite controlar a percentagem do ciclo que
estará alimentando a carga, também chamado de controle de fase.</div>
<div class="style4" style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: -.05pt; margin-top: 15.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
O TRIAC de baixa potência é utilizado em
várias aplicações como controles de potência para lâmpadas dimmers, controles
de velocidade para ventiladores, entre outros. Contudo, quando usado com cargas
indutivas, como motores elétricos, é necessário que se assegure que o TRIAC
seja desligado corretamente, no final de cada semi-ciclo de alimentação
elétrica.<br />
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<div class="MsoNormal" style="tab-stops: 144.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif";">O
símbolo do componente, exemplo comercial, e um circuito com triac estão
demonstrados abaixo:<span style="mso-no-proof: yes;"></span></span></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Fig:
4 Circuito com triac</span></b></div>
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<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4s7M1w3upTZ99_XWGrJ1t6_8nanM4smYqnoXilF2LGpFnoapIc-ITEe8eKvX2tBHy_sNQ0lNL-NKcMWvg_GSo6DNtIzIOj859-KyrNFvSJkEG4G56xQPSqxl-I9oeq0e0fTz-Q8inkok/s1600/%25C3%258Dndicedf.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4s7M1w3upTZ99_XWGrJ1t6_8nanM4smYqnoXilF2LGpFnoapIc-ITEe8eKvX2tBHy_sNQ0lNL-NKcMWvg_GSo6DNtIzIOj859-KyrNFvSJkEG4G56xQPSqxl-I9oeq0e0fTz-Q8inkok/s1600/%25C3%258Dndicedf.jpg" /></a></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Fig:
5 Símbolo e Exemplo comercializado Triac</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Curva característica do Triac</span></b></div>
<div class="Estilo1">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmBuszTGnN7BzNzK0AXhL8wtnN1wuM_yUdO9bPjvvFNCSwDTaDObA30qExlIRk7lkzqJvYFMKU8b-I2R3rH2KnmWY3n_XM7GrH3-gy7IQe9dl9aHRQlDmhKhM4HI61zpN0fvERSQV_8Bc/s1600/%25C3%258Dndicertq.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmBuszTGnN7BzNzK0AXhL8wtnN1wuM_yUdO9bPjvvFNCSwDTaDObA30qExlIRk7lkzqJvYFMKU8b-I2R3rH2KnmWY3n_XM7GrH3-gy7IQe9dl9aHRQlDmhKhM4HI61zpN0fvERSQV_8Bc/s1600/%25C3%258Dndicertq.jpg" height="187" width="400" /></a></div>
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<![endif]--><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Fig:6
Curva característica do Triac</span></b></div>
<br />
<div class="Estilo1">
<span style="mso-spacerun: yes;"> <b> </b></span><b>DIAC</b></div>
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O DIAC (Diode for AlternatingCurrent) é um
gatilho bidirecional ou diodo que conduz corrente apenas após a tensão de
disparo ser atingida e para de conduzir quando a corrente elétrica cai abaixo
de um valor característico, chamado de corrente de corte. Este comportamento é
o mesmo nas duas direções de condução de corrente. A tensão de disparo é por
volta dos 30 volts para a maioria destes dispositivos.</div>
<div class="style4" style="line-height: 150%; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 15.0pt; margin-top: 15.0pt; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>O DIAC é normalmente usado para disparar
TRIACs e SCRs.</div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Como
um DIAC é um gatilho bidirecional, seus terminais não são marcados como anodo
ou catodo, mas a maioria é marcada como A1 ou MT1 e A2 ou MT2.</span><br />
<br />
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Abaixo estão ilustrados o símbolo do DIAC
e um exemplo de componente comercial.</div>
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<![endif]--><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">Fig:
7<span style="mso-spacerun: yes;"> </span>Símbolo e Exemplo comercial do Diac</span></b></div>
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<br />Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-58466003509575118782013-11-20T05:00:00.003-08:002013-11-20T05:08:30.651-08:00Gráfico de disparo do Triac<!--[if gte mso 9]><xml>
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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<br />
<div class="Estilo1" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"> <span style="mso-spacerun: yes;"> </span>Gráfico de disparo</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
O gráfico abaixo mostra uma variação da tensão em cima da
carga com a variação da temperatura.</div>
<div class="Estilo1">
<br />
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=5310826794008092539" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuBVjppHey6kOdT6kra4RX4c8OZTTaEm1R_2BbSdMv4zrSVO7uniXcHNdlnkZ-aAjq88zit8GtEvzP5XkaUxrgE-gEedyqMxBavy9y-R2ovyvi-7WAdM2j_N-auZ0RzNL2xiphk8_3YKw/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuBVjppHey6kOdT6kra4RX4c8OZTTaEm1R_2BbSdMv4zrSVO7uniXcHNdlnkZ-aAjq88zit8GtEvzP5XkaUxrgE-gEedyqMxBavy9y-R2ovyvi-7WAdM2j_N-auZ0RzNL2xiphk8_3YKw/s1600/10.jpg" height="224" width="320" /></a></div>
<br />
<br />
<br />
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<a 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" imageanchor="1">Fig-1 <span style="mso-spacerun: yes;"> </span>Tensão na carga
em função do ângulo de disparo.</a></div>
<a 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" 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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-68313560270723299282013-11-20T04:59:00.000-08:002013-11-20T05:01:01.670-08:00Controlador de temperatura<div style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Controlador de temperatura</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">A
automação de ventilador de apesar de útil ainda é pouco utilizada.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Utilizando
um circuito integrado projetado para controle de potência, este circuito pode
ser de grande utilidade na manutenção de temperatura em ambientes em que se
deseja manter a temperatura dentro de uma faixa pré-definida. A potência
controlada no ventilador depende do Triac e da regulagem do potenciômetro
escolhido. São poucos os componentes usados neste circuito porem ideal para à
aplicação.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">O
circuito integrado TDA1023, que controla o ângulo de condução do Triac em
função da resistência apresentada pelo sensor NTC (Negative Coefficient
Resistor), que varia sua resistência em função da temperatura teremos um
eficiente controle de temperatura para o ambiente que deseja controlar usando o
ventilador como carga para ventilar caso a temperatura seja maior que a
prevista. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Assim, se o disparo for feito no início do semiciclo
ele pode conduzir para a carga uma maior potência. No entanto, se o disparo for
feito no final do semiciclo uma pequena parcela da energia será conduzida até a
carga que operará com potência reduzida.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";"><span style="mso-spacerun: yes;"> </span>O que propomos com este projeto é uma
aplicação prática proporcionando ao usuário um mínimo de conforto já que ele
liga e desliga o ventilador automaticamente. A manutenção da temperatura será
sempre mantida dentro de uma faixa e não de em um valor fixo, ou seja, as
temperaturas entre as quais o ambiente vai oscilar. </span></div>
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<b style="mso-bidi-font-weight: normal;"> <span style="mso-spacerun: yes;"> </span>Como funciona</b></div>
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<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O TDA 1023 gera impulsos para
acionar o triac. Estes impulsos são ativados até a passagem por zero da rede.
Assim o portão de cargas será ligado e desligado pelo disparo de pulsos em
rajadas. A potência média, em que a carga é variada pela modificação da duração
de impulsos de disparo, e em conformidade com a diferença de tensão entre o
controle de entrada e CI a entrada de referência, UR ou BR.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A alimentação Vcc, RX e Vz (pinos
11,14e 16), é fornecida a partir da rede CA através de um resistor RD a conexão
RX (pino 16), o VEE conexão no (pino 13) está ligado à linha do neutro( fig. 4
a). Um diodo retificador está incluído entre o RX e VCC, enquanto a tensão de
alimentação em corrente continua é limitada por uma cadeia de estabilizador de
diodos entre o RX e VEE (fig3). Uma tensão estabilizada (vz) está no (pino 11)
e será ligada ao sensor de temperatura. (obs; a relação de (fig, e pinos)
referem-se a figuras dodatasheet TDA 1023 anexado a este documento).<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O elemento sensor é um NTC que deve
ter uma resistência de aproximadamente 10kΩ nas proximidades da temperatura que
se deseja manter no ambiente que será em media 25ºC.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O potenciômetro P1 faz o ajuste da
potência que será aplicada no motor na temperatura desejada, ou seja, permite
ajustar a temperatura no ambiente no valor desejado.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">D1 e R2 proporcionam a alimentação
do circuito integrado diretamente a partir da rede de energia de 127 volts. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O sinal de controle para o triac é
obtido a partir do pino 3, havendo um resistor de limitação de corrente em
série com a comporta.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O triac usado é o TIC226D para 8 amperes que serve para a maioria das aplicações em que elementos de média
potência devam ser controlados.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Os capacitores ligados no circuito integrado servem
tanto de desacoplamento como filtragem.</span></div>
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Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0tag:blogger.com,1999:blog-5310826794008092539.post-34900378669556314812013-11-20T04:56:00.003-08:002013-11-20T04:56:32.514-08:00 Desenvolvimento<div style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Desenvolvimento</span></b></div>
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<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"><span style="mso-spacerun: yes;"> </span>Atividades</span></b></div>
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<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Pesquisa de materiais para o projeto.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Pesquisa bibliográfica </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";">Elaboração da monografia</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-outline-level: 1; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";"><span style="mso-spacerun: yes;">
</span>Coleta de dados.</span></b></div>
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<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Revisão
bibliográfica, através de artigos eletrônicos, livros sobre projetos de automação,
e principalmente pesquisa de internet.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Foram
realizadas pesquisas em residências se haveria ventiladores automatizados. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Exemplos
de aplicações práticas para facilitar e entendermos melhor. Como existem alguns
exemplos que já foram testados teremos melhor forma de avaliar se esses
componentes nos atende.</span></div>
<div class="MsoNormal" style="mso-outline-level: 1; text-align: justify; text-justify: inter-ideograph;">
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Arial Unicode MS";"> <span style="mso-spacerun: yes;"> </span>Analise</span></b></div>
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<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Todo
material pesquisado e que for utilizado no projeto será testado antes em “protoboard”
para darmos continuidade. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Arial Unicode MS";">Conforme
pesquisa realizada, será desenvolvido um circuito que para o ventilador onde
funcionará em conjunto com o Arduino um sensor de temperatura LM35 será
utilizado como base para a automação do ventilador. </span></div>
Automação de ventiladorhttp://www.blogger.com/profile/09112811916177626093noreply@blogger.com0