tag:blogger.com,1999:blog-60631512633509097652024-03-13T12:37:20.236-03:00O Eletrotécnico"A eletricidade também passa por aqui"Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comBlogger259125tag:blogger.com,1999:blog-6063151263350909765.post-13795609979724074292020-06-15T19:32:00.001-03:002020-06-15T19:50:30.034-03:00AULA 01 DE ELETRICIDADE - Viagem na Eletricidade - As Fontes da CorrenteBoa noite galerinha,<br />
Acredito que uma boa parte da galera que frequenta esse blog já assistiu essa série, mas pra mim são os melhores videos para compreender de uma forma bem simplificada de como acontece os fenômenos e como se comportam...<br />
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" 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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/Kst1OKvXAIY" width="560"></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-55650055174936486522014-02-02T21:01:00.000-03:002014-02-02T21:01:13.447-03:00Como funciona a memória ROM<h1 class="articlePageTitle" style="background-color: white; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 16px; margin: 10px 0px 5px;">
EPROM</h1>
<span style="background-color: white; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;">Trabalhar com ROMs e PROMs pode se tornar um negócio dispendioso. Ainda que cada circuito não seja caro, o custo pode somar altos valores.</span><b style="background-color: white; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;">Memória apenas de leitura programável e apagável</b><span style="background-color: white; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;"> (EPROM - erasable programmable read-only memory) resolve esse problema. Circuitos EPROM podem ser regravados muitas vezes. Apagar um EPROM requer um dispositivo especial que emite uma certa freqüência de </span><a href="http://www.hsw.com.br/luz.htm" style="background-color: white; color: #2a308c; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;">luz ultravioleta (UV)</a><span style="background-color: white; font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 14px;">. EPROMs são configuradas usando-se um programador de memória EPROM que provê uma tensão em um nível específico, dependendo do tipo de circuito usado.</span><br />
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Uma vez mais nós temos uma matriz de colunas e linhas. Em um circuito EPROM, a célula de cada interseção possui dois transistores, que são separados um do outro por uma fina camada de óxido. Um dos transistores é conhecido como <b>porta flutuante</b> e o outro, como <b>porta de controle</b>. A única ligação da porta flutuante com a linha (<b>wordline</b>) é por meio da porta de controle. Assim que essa ligação é feita, a célula tem valor 1. Para mudar o valor para 0 é necessário um processo curioso, chamado <b>tunelamento de Fowler-Nordheim</b>. O <b>tunelamento</b> é usado para alterar a disposição dos elétrons na porta flutuante. Uma tensão, geralmente de 10 a 13 volts, é aplicada na porta flutuante. A tensão vem da coluna (<b>bitline</b>), entra pela porta flutuante e é canalizada para a terra.</div>
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Essa tensão provoca o transistor de porta flutuante a agir como um canhão eletrônico. Os elétrons excitados são empurrados por meio do canhão eletrônico e ficam presos no outro lado da fina camada de óxido, dando-lhe uma carga negativa. Esses elétrons carregados negativamente atuam como uma barreira entre a porta de controle e a porta flutuante. Um circuito chamado de <b>sensor de célula </b>monitora o nível de carga que passa pela porta flutuante. Se o fluxo pela porta é maior do que 50% da carga, ele terá o valor 1. Quando a carga que passa cai abaixo do limite dos 50%, o valor muda para 0. Uma EPROM virgem tem todas suas portas completamente abertas, dando a cada célula o valor 1. </div>
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Para regravar uma EPROM, é necessário primeiro apagá-la e, para isso, é preciso suprir um nível de energia suficientemente forte para romper completamente o bloqueio de elétrons negativos na porta flutuante. Nas EPROM padrão, isso é mais bem realizado com <a href="http://www.hsw.com.br/luz.htm" style="color: #2a308c;">luz UV</a> numa freqüência de 253,7Hz. Como essa freqüência não irá penetrar muitos plásticos ou vidros, cada circuito EPROM possui uma janela de quartzo no topo dela. O circuito EPROM precisa estar muito próximo da fonte de luz de apagamento, entre 2,5 e 5 centímetros, para funcionar apropriadamente.</div>
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Apagadores de memória EPROM não são seletivos, ou seja, quando a apagamos nós o fazemos por inteiro. A memória EPROM precisa ser removida de seu local e colocada sob a luz UV do apagador EPROM por vários minutos. Uma EPROM que seja deixada exposta muito tempo pode se tornar <b>super apagada</b>, de tal modo que a porta flutuante da EPROM mude a ponto de tornar-se incapaz de reter os elétrons.</div>
Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-2362774769578851682012-08-04T10:24:00.000-03:002012-08-04T10:28:30.719-03:00Um pouco sobre o Técnico Eletrotécnico<div class="separator" style="clear: both; text-align: center;">
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Bom muitas das vezes pessoas me perguntam; o que um eletrotécnico faz ?</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiorrlQyOuGYwUZzIHTSbuIntyvQgEz8ip2pFCtdp35AVqyUOsDbvG_XgIeGUkBS9VmmCttUE9JfBdVmphpZE7x_UKteyy_E1dQRGeNVPoYxWCMdLgSmOKWj9AGFg9nwVGTPvJEM4JSvfc/s1600/eletricidade%252Best%25C3%25A1tica%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiorrlQyOuGYwUZzIHTSbuIntyvQgEz8ip2pFCtdp35AVqyUOsDbvG_XgIeGUkBS9VmmCttUE9JfBdVmphpZE7x_UKteyy_E1dQRGeNVPoYxWCMdLgSmOKWj9AGFg9nwVGTPvJEM4JSvfc/s1600/eletricidade%252Best%25C3%25A1tica%255B1%255D.jpg" /></a></div>
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<b>Objetivos do Curso</b><br />
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Preparar profissionais eletrotécnicos para o mundo do trabalho de forma que possam ser capazes de se adaptarem com flexibilidade às novas condições de ocupação ou aperfeiçoamento posteriores, com capacidade de compreensão dos fundamentos científico-tecnológicos dos processos produtivos, relacionando a teoria com a prática no aprendizado das bases tecnológicas organizadas através de módulos, nos quais serão desenvolvidas as habilidades para a construção das competências requeridas para o mundo do trabalho moderno.<br />
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<b>Perfil Profissional</b><br />
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O curso pretende formar profissionais de nível técnico em eletrotécnica capaz de:<br />
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- analisar, desenvolver e executar projetos elétricos de instalações residenciais, comerciais e industriais;<br />
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- analisar, desenvolver e executar projetos em sistemas de automação industrial;<br />
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- operar e dar manutenção em sistemas de automação industrial;<br />
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- operar e dar manutenção em máquinas e equipamentos elétricos ou eletrônicos;<br />
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- operar e dar manutenção em sistemas de potência desde a geração, a transformação, a<br />
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transmissão, a distribuição e a comercialização de energia elétrica.<br />
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<b>Mercado de Trabalho</b><br />
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O técnico em eletrotécnica usualmente trabalha em empresas produtoras e distribuidoras de energia elétrica, usinas hidroelétricas e termoelétricas, indústrias de máquinas e equipamentos elétricos, indústrias mecânicas, metalúrgicas, químicas e petroquímicas, empresas de construção civil, empresas de comercialização de materiais, equipamentos e componentes elétricos, em escritórios de engenharia elétrica ou de consultoria técnica da área de eletrotécnica.<br />
<br />Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-19087202685393480872012-08-04T10:04:00.003-03:002012-08-04T10:04:44.005-03:00ComunicadoOlá queridos leitores do blog eletrotécnica 06, devido a correria vai fazer 1 ano que não faço atualizações por aqui, mas creio que agora voltarei a postar novas matérias sobre atualidades do mercado elétrico..<br />
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Um grande abraço a todos que passam por aqui , e como diz a rede globo; A GENTE SE VÊ POR AQUI heheFabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-60810372682418944862011-07-16T11:11:00.000-03:002011-07-16T11:11:23.125-03:00Clik energia<div class="titulo_noticias"><strong>Capacidade instalada do país chega a 114,22 mil MW no primeiro semestre de 2011 </strong></div><div>07/07/2011</div><div><div style="text-align: justify;"><span style="font-size: 14px;"><img alt="" src="http://www.aneel.gov.br/arquivos/gif/foto_materia-eolica-07-07.jpg" style="border-bottom: 0px solid; border-left: 0px solid; border-right: 0px solid; border-top: 0px solid; float: left; height: 254px; margin: 9px; width: 380px;" /> A capacidade instalada dos empreendimentos de geração em operação no país alcançou 114,22 mil megawatts (MW) no primeiro semestre de 2011, de acordo com dados do Banco de Informações da Geração (BIG) da Agência Nacional de Energia Elétrica (ANEEL). A consulta realizada em 30 de junho revela a potência total fiscalizada no país.<br />
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Na consulta realizada, as usinas hidrelétricas respondem por 67,77% da matriz energética brasileira no final de junho. A geração dessas usinas rendeu à União e aos estados e municípios afetados o pagamento de R$ 998,2 milhões em compensação financeira por utilização de recursos hídricos, inclusive royalties pela produção da Usina de Itaipu. Leia mais sobre <strong><a href="http://www.aneel.gov.br/aplicacoes/noticias/Output_Noticias.cfm?Identidade=4289&id_area=90">compensação financeira</a></strong>.<br />
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A segunda maior fonte com participação na matriz nacional, no fim do semestre, é a termoelétrica, responsável por 26,2% da capacidade. As Pequenas Centrais Hidrelétricas (PCH) ficam em terceiro, com 3,14%. Outras fontes participantes da matriz são a nuclear, eólica e as centrais geradoras de energia (CGH) com 1,76%, 0,88% e 0,17%, respectivamente.<br />
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A potência total de 114,22 mil megawatts (MW) é representada por 2.434 empreendimentos em operação no país. Os dados constam do <strong><a href="http://www.aneel.gov.br/area.cfm?idArea=15&idPerfil=2">Banco de Informações da Geração (BIG)</a></strong>, disponível em <strong><a href="http://www.aneel.gov.br/">http://www.aneel.gov.br/</a></strong>, em Informações Técnicas. (GL/FA/DB)</span></div></div>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-8211548640831177042011-07-16T11:06:00.000-03:002011-07-16T11:06:31.385-03:00Como fazer um painel solarPor: Almada Negreiros<br />
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A energia solar é uma idéia que tem estado por aí há bastante tempo, encontrando a aplicação mais prática em requisitos domésticos tais como esquentar a água ou a casa. Fontes convencionais de geração de eletricidade têm um impacto ambiental enorme visto que o processo é dependente de combustíveis fósseis como carvão ou óleo que é importado com um custo muito alto, ou construindo represas e reservatórios para utilizar a água para geração hidroelétrica de energia, exigindo quantidades massivas de financiamento e infra-estrutura e causando grande inconveniência às pessoas que vivem em tais áreas.<br />
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A energia solar, por outro lado, não precisa de muito investimento em termos de recursos, a luz do sol é gratuita e é muito prática e simples de capturar luz solar suficiente durante o ano para gerar energia. Siga os passos simples listados abaixo para aprender como fazer painéis solares, que irão ajudar a capturar a luz do sol e transformá-la em calor e energia. O custo inicial de se tornar “totalmente solar” é um pouco exorbitante, mas a longo prazo, você poderá compensar seu investimento e economizar mais dinheiro do que você de fato gastou! Há duas formas pelas quais você pode começar o processo de fazer o seu próprio painel solar; uma é comprar um kit solar para iniciantes que vem com o equipamento necessário e um manual de instruções detalhado sobre como instalá-lo. O segundo método é usar materiais facilmente disponíveis pela sua casa ou na loja de ferragens local, mas a quantidade de energia que você pode gerar é muito pequena, o que significa que você precisará de enormes quantidades desses materiais. <br />
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Eu acho que um kit é sua melhor opção. Na minha opinião, a forma mais fácil de usar a energia solar em sua casa – e utilizar a energia eólica também – é usar o Earth4Energy kit. Junto com este kit, você recebe instruções em vídeo excelentes que tornam o processo muito mais suave. Confira – salve o planeta!<br />
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Passo 1:<br />
Tipos de painéis solares. Há sobretudo dois tipos de painéis solares, um converte a energia solar em calor (por exemplo aquecedores de água solares); o outro converte a energia em eletricidade. Este segundo tipo vem anexado com painéis fotovoltaicos e é instalado sobre o telhado para capturar diretamente a luz do sol e a energia criada pelos painéis é alimentada em uma bateria para armazenamento. A bateria é usada para fornecer a eletricidade para a casa e todos os utensílios elétricos dentro dela.<br />
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Passo 2:<br />
Instando um kit de painel solar. Quando você compra um kit de painel solar DIY, ele vem equipado com todas as partes e material necessários para fazer o painel solar juntamente com instruções detalhadas passo-a-passo. O equipamento fornecido em um kit irá incluir células solares, ferro para soldar, solda, tabbing e fluxo. <br />
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Passo 3:<br />
Fazendo um painel solar sozinho. No segundo método para fazer um painel solar, você irá usar itens comuns encontrados pela sua casa, apesar de que alguns dos materiais precisarão ser buscados na loja de ferragens local. <br />
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Passo 4:<br />
Materiais necessários:<br />
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Fogão elétrico ou panela elétrica (mínimo de 1100 watts) <br />
Um micro-amperímetro <br />
2 a 3 colheres de sopa de sal de mesa <br />
Cortadores de lâminas de metal <br />
Folha de ½ pé quadrado de cobre (brilho) <br />
Furadeira elétrica <br />
Lixa de papel <br />
Uma garrafa de plástico ou vidro de 2 litros (uma jarra com boca larga também funciona) <br />
2 chumbos de clipe jacaré <br />
Óculos de proteção <br />
Passo 5:<br />
Cortando a folha de cobre. Corte um pedaço quadrado ou retangular da folha de cobre usando cortadores de metal. O tamanho desta folha deve combinar com o tamanho do queimador ou panela elétrica. Certifique-se de que esta peça esteja completamente limpa e livre de qualquer corrosão. Use a lixa de papel para esfregar ambas as superfícies e para limpar quaisquer resíduos aderentes à folha. <br />
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Passo 6:<br />
Aquecendo o cobre. Coloque o pedaço cortado de cobre no fogão ou panela elétrica e ligue-o. Aqueça a folha por quanto tempo levar para desenvolver uma grossa camada de óxido cúprico por toda a chapa. Com um queimador de 1100 watt, este processo irá levar pelo menos de 45 minutos a uma hora para que o óxido cúprico cubra a chapa inteira. <br />
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Passo 7:<br />
Esfrie a chapa de cobre. Assim que a camada preta tiver densamente coberto todo a chapa, desligue o queimador e permita que a chapa esfrie lentamente. Enquanto ela seca, o óxido preto irá começar a descascar e cair, revelando uma camada vermelha de óxido cuproso. Assim que a maioria do material de óxido preto tiver caído, gentilmente limpe a chapa de cobre passando água para remover todos os traços da camada preta, mas sem raspar a camada vermelha de óxido cuproso. O óxido cuproso formado durante o processo de queima é um componente importante na fabricação do seu painel solar. <br />
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Passo 8:<br />
Colocando as chapas de cobre. Para isso você irá precisar de uma jarra de plástico ou vidro com uma boca larga ou você pode usar uma garrafa de plástico com a parte de cima – o pescoço estreito – cortado fora. Corte outra chapa de cobre do mesmo tamanho que a primeira e coloque ambas as chapas dentro da garrafa. Certifique-se de que as chapas não estão se tocando e estão encaixadas apropriadamente ao longo do contorno interno da jarra ou garrafa. Prenda elas na parede interna da garrafa usando clipes jacaré. <br />
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Passo 9:<br />
Conectando o micro-amperímetro. Pegue o chumbo do clipe jacaré que está anexado à chapa de cobre limpa (a segunda chapa) e conecte ele à extremidade positiva do amperímetro. Repita com o segundo chumbo anexado à chapa de óxido cuproso sendo conectada à extremidade negativa. <br />
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Passo 10<br />
Ajustando o dispositivo para capturar o sol. Dissolva o sal em água quente para fazer uma solução salina suficiente para cobrir o fundo das chapas de cobre dentro da garrafa, sem molhar os clipes jacaré. Mova o dispositivo inteiro para fora e coloque-o onde ele possa capturar a luz do sol. Assim que tiver capturado energia suficiente, o micro-amperímetro irá registrar movimentos para indicar quanta corrente foi criada com o painel. <br />
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Comece a usar a energia solar para o funcionamento de pequenos utensílios e máquinas e gradualmente troque para o uso desta energia limpa para preencher todas as suas necessidades de eletricidade e energia. Como mencionado anteriormente, o investimento adiantado é grande, mas você pode compensá-lo em longo prazo, ele irá diminuir a quantidade de dinheiro que você gasta em utilitários como gás e eletricidade, e você também pode lucrar com o crédito de 30% nos impostos que o governo oferece para aqueles que mudam para a energia solar.Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-60690298889232620842011-04-29T13:10:00.002-03:002011-04-29T13:10:41.046-03:00DeterminantesParte 1<br />
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<iframe width="480" height="390" src="http://www.youtube.com/embed/SUbr6zypkLA" frameborder="0" allowfullscreen></iframe><br />
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Parte 2<br />
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<iframe width="480" height="390" src="http://www.youtube.com/embed/hjAn3Uiqaa4" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-82453825727210026462011-04-29T13:06:00.001-03:002011-04-29T13:06:44.691-03:00Pra descontrair<iframe width="480" height="390" src="http://www.youtube.com/embed/ZWSdlZ_Ly4c" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-75260955685851102652011-04-18T13:16:00.000-03:002011-04-18T13:16:16.420-03:00Por quê existem pessoas que só se fodem no trabalho?<center><img alt="pessoas trabalho brgui imagem" class="alignnone size-full wp-image-13315" height="600" src="http://www.brogui.com/imagens/pessoas_trabalho_brgui.jpg" title="pessoas_trabalho_brgui" width="600" /></center><br />
Se concordar com os itens (ou alguns deles), <strong>dê um curtir</strong> no post <img alt="icon smile imagem" class="wp-smiley" src="http://www.brogui.com/wp-includes/images/smilies/icon_smile.gif" title="icon smile imagem" /><script>
var linkwithin_site_id=49305;(function(){var elem=document.createElement('script');elem.type='text/javascript';elem.src='http://www.linkwithin.com/widget.js?rand='+Math.random();document.getElementsByTagName('head')[0].appendChild(elem);})();
</script>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-52402858585875510342011-04-08T13:31:00.002-03:002011-04-08T13:31:45.711-03:00Pra descontrair um pouco...Aee galera esse video vai pra vc que adoora essas bandinhas fuleiras...<br />
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<iframe title="YouTube video player" width="640" height="390" src="http://www.youtube.com/embed/KCnouVHROPo" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-38197261063013690412011-04-08T00:28:00.003-03:002011-04-08T00:44:09.184-03:00Leis de Kirchhoff: Exercício resolvido parte 1/2<iframe title="YouTube video player" width="640" height="390" src="http://www.youtube.com/embed/G-rbk38nDFM" frameborder="0" allowfullscreen></iframe><br />
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<iframe title="YouTube video player" width="640" height="390" src="http://www.youtube.com/embed/uqtyr41u8Ls" frameborder="0" allowfullscreen></iframe><br />
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Exercício resolvido pelo professor Paulo Vicente, do Instituto Federal da Bahia, envolvendo as leis de kirchhoff. As leis dos nós e lei das malhasFabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-90906195725925377592011-04-08T00:15:00.000-03:002011-04-08T00:15:05.702-03:00Lei de Kirchhoff<span class="style3"><span style="font-family: Verdana;"><strong>1a. Lei de Kirchhoff (lei das correntes, ou lei dos nós)</strong> - Num dado nó, a soma das correntes que entram é igual à soma das correntes que saem. Ou seja, um nó não acumula carga.</span></span><br />
<div align="center"><span style="font-family: Verdana;"><img alt="" height="190" src="http://www.humornaciencia.com.br/fisica/kirchhoff1.jpg" width="193" /></span></div><div align="left"><span class="style3"><span style="font-family: Verdana;"><strong>2a. Lei de Kirchhoff (lei das tensões, ou lei das malhas)</strong> - A soma algébrica das tensões, num percurso fechado, é nula.</span></span></div><div align="center"><span style="font-family: Verdana;"><img height="166" src="http://www.humornaciencia.com.br/fisica/kirchoff2.jpg" width="197" /></span></div><div align="left" class="style3">Baseando-se nas leis de Kirchhoff, equacione as figuras abaixo:</div><div align="center"><img height="676" src="http://www.humornaciencia.com.br/fisica/kirchoffproblema.jpg" width="500" /></div><div align="center"><img height="677" src="http://www.humornaciencia.com.br/fisica/kirchoffproblema2.jpg" width="500" /></div>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-38165801068761393782011-03-26T13:46:00.002-03:002011-03-26T13:46:54.825-03:00Interruptor IntermediárioDescrição da instalação e do funcionamento de um interruptor intermediário<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/zQhf44GE_oc" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-60740750484268185322011-03-26T13:40:00.002-03:002011-03-26T13:40:36.662-03:00Disjuntor com curto-circuitoVeja o funcionamento e estrutura fisica, com detalhes, de um disjuntor tipo nema, para o teste de desarme foi utilizado uma corrente de aproximadamente de 250 amperes<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/okAlWKSOnnE" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-51927115466363810672011-03-26T13:36:00.000-03:002011-03-26T13:36:06.658-03:00disjuntores: Nema e DIMDescrição das características e usos dos modelos de disjuntores: Nema e DIM.<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/0wj9SXqlF7I" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-50570177859836146192011-03-26T13:23:00.000-03:002011-03-26T13:23:12.025-03:00Lampada DicróicaDemonstração da instalação de uma Lâmpada Dicróica.<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/sF75FgWO274" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-88428914861083426932011-03-26T13:13:00.000-03:002011-03-26T13:13:28.967-03:00Sensores de Presençataehh galerinha uma Demonstração da utilização de dois modelos de sensores de presença..<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/KCIH9yZ3J3E" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-7576287951410591102011-03-26T13:08:00.002-03:002011-03-26T13:08:47.580-03:00DimmerDescrição da utilização e do funcionamento de dois modelos de Dimmers (variador de luminosidade)<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/j_9MK81dkT4" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-61873331715101693492011-03-26T12:27:00.000-03:002011-03-26T12:27:10.420-03:00MinuteriaAee Galera de acordo com as duvidas que circula durante as aulas praticas vou postar aqui uma matéria sobre esse interruptor, espero que ajude ..<br />
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A minuteria é um dispositivo elétrico que permite manter acesas, por um período definido de tempo, as lâmpadas de ambientes como: corredores de andares, garagens etc. <br />
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Esse sistema pode ser instalado nas versões coletivas ou individuais. <br />
Ao acionar os botões de comando da minuteria, o modelo coletivo liga as lâmpadas de alguns (ou todos) os andares ao mesmo tempo.<br />
No modo individual, cada lâmpada recebe um comando separado e são ligadas individualmente.<br />
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Suas vantagens são;<br />
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Economia de energia elétrica: as lâmpadas permanecerão ligadas somente quando necessárias.<br />
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Aciona quando desejado e desliga automaticamente.<br />
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O acionamento pode ser feito através de um ou mais pulsadores.<br />
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Ideal para iluminação temporizada de escadarias, halls, corredores e outros ambientes que não necessitem de iluminação contínua.<br />
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Para comando de lâmpadas fluorescentes, incandescentes, etc <br />
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Dicas de instalaçao;<br />
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Ligar conforme o esquema constante no corpo do produto. Caso seja ligada incorretamente, a minuteria poderá ser danificada.<br />
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A bitola dos cabos deve ser compatível com a corrente das lâmpadas utilizadas.<br />
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As lâmpadas utilizadas devem ter a mesma tensão da rede elétrica.<br />
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TAehh um videozinho explicando como fazer o esquema..<br />
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<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/X6JN4hyiAHI" frameborder="0" allowfullscreen></iframe><br />
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<i>*abçss a todos que passam por aqui.. </i>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-16513190554053286682011-03-26T12:14:00.000-03:002011-03-26T12:14:55.408-03:00Lâmpada Philips Master LED: iluminada quando acesa ou apagada<span id="more-4902"></span><br />
<img alt="" height="531" src="http://www.gizmodo.com.br/sites/all/files/2009/03/12/0Philips-MASTER-LED.jpg" width="504" /><br />
Neste mês de julho, a Philips lançará uma lâmpada LED que está pronta para o consumo de massa, a Master LED.<br />
Acoplando-se a um soquete de lâmpada comum, a lâmpada Master LED (que não tem mercúrio) consome apenas 7W e dura até 45 mil horas, mais ou menos 30 vezes a duração de uma lâmpada normal. Na verdade, ela já está disponível em algumas partes da Europa por uns 50 dólares), mas com disponibilidade a varejo adequada, eu consigo visualizar uma luz LED com <a href="http://www.gizmodo.com.br/conteudo/lampada-led-apresenta-dissipador-de-calor-dourado-e-nodoso/">este fator de forma</a><taghw> empolgando o <a href="http://www.gizmodo.com.br/conteudo/lampada-philips-master-led-iluminada-quando-acesa-ou-apagada/#" onclick="hwPal758450144.hwPlajq("público");return false;" oncontextmenu="return false;" onmouseout="hwPal758450144.hideMaybe(this, "público"); this.style.cursor="hand"; this.style.textDecoration="underline"; this.style.borderBottom="dotted 1px"; " onmouseover="hwPal758450144.hwShow(event, this, "público"); this.style.cursor="hand"; this.style.textDecoration="underline"; this.style.borderBottom="solid";" style="border-bottom: 1px dotted; color: black; cursor: hand; text-decoration: underline;">público</a> de todas as partes, não é?</taghw><br />
A Philips também possui alguns outros modelos pra chegar que você pode verificar aí no link a seguir. [<a href="http://www.lighting.philips.com/gl_en/global_sites/lighting/master_led/general_accent_lighting.php?main=gl_en_master_led&parent=0&id=gl_en_master_led%C3%A2%C2%8C%C2%A9=en" onclick="javascript:_gaq.push(['_trackEvent','outbound-article','www.lighting.philips.com/gl_en/global_sites/lighting/master_led/general_accent_lighting.php?main=gl_en_master_led&parent=0&id=gl_en_master_led%C3%A2%C2%8C%C2%A9=en']);">Philips</a> via <a href="http://www.core77.com/blog/object_culture/philips_leds_the_way_12817.asp" onclick="javascript:_gaq.push(['_trackEvent','outbound-article','www.core77.com/blog/object_culture/philips_leds_the_way_12817.asp']);">Core77</a>]Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-50838886835426984792011-03-24T08:13:00.002-03:002011-03-24T08:13:58.097-03:00A triste historia de um jovem do Senai<iframe title="YouTube video player" width="480" height="390" src="http://www.youtube.com/embed/ZPNu0bHRZhY" frameborder="0" allowfullscreen></iframe>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-31724204271164239032011-03-24T00:38:00.000-03:002011-03-24T00:38:29.874-03:00Energia Renovavel<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtFJaIPCfv5P4Funmf103zE8IKwK5E9ojeDRDrPcCOYT6avEMCOOH-Jl5hmCT6zF9FQ-S25At2gkfYPDIbQWfF8bnU2XuARpMIl9VeftWTmUUdoP9qN8lz5pBKlxxyQrdTh-4EJCBtd5c/s1600/%252810%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtFJaIPCfv5P4Funmf103zE8IKwK5E9ojeDRDrPcCOYT6avEMCOOH-Jl5hmCT6zF9FQ-S25At2gkfYPDIbQWfF8bnU2XuARpMIl9VeftWTmUUdoP9qN8lz5pBKlxxyQrdTh-4EJCBtd5c/s400/%252810%2529.jpg" width="400" /></a></div>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-70472113043229165002011-03-24T00:10:00.000-03:002011-03-24T00:10:32.289-03:00Um pouquinho de nossas aulas /111<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxKp_ZNODW3uSUPks_CdMIK8m8lWM5cJNl5tijxzQvLnMEA89c-wewGAs-k_FrVeiTrA1liqgvl05Gf3LJ8984d7-JYhPlImOqEsqUvWMCZoirR-3zehnWnbkad_ze8Z5lKR6O-Na6q2E/s1600/15022011857.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxKp_ZNODW3uSUPks_CdMIK8m8lWM5cJNl5tijxzQvLnMEA89c-wewGAs-k_FrVeiTrA1liqgvl05Gf3LJ8984d7-JYhPlImOqEsqUvWMCZoirR-3zehnWnbkad_ze8Z5lKR6O-Na6q2E/s400/15022011857.jpg" width="400" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsT6NRwjuJl_9zD1h6tLRjbt5nfTYEeuZxkK2qcm5mXjZN7AlEoZFsiemFDAOgRhjVuDDQPhgR42kC8GTrKMg-zJDrmG7qbUNlHWmvePapDCebvjSLCaOx4LKGuc6dmDklxYsx1Ls09Cc/s1600/23032011888.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" r6="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsT6NRwjuJl_9zD1h6tLRjbt5nfTYEeuZxkK2qcm5mXjZN7AlEoZFsiemFDAOgRhjVuDDQPhgR42kC8GTrKMg-zJDrmG7qbUNlHWmvePapDCebvjSLCaOx4LKGuc6dmDklxYsx1Ls09Cc/s400/23032011888.jpg" width="400" /></a></div><em>*Taehh um pedacinho da turma 06 Abçss galera fazendo predial.</em>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-35703834848462819362011-03-23T13:15:00.000-03:002011-03-23T13:15:05.490-03:00Trancas de portas Bem criativa...Muito bem ,<br />
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de acordo <a href="http://nootropicdesign.com/projectlab/2009/11/23/arduino-controlled-coded-lock/">com esse site</a> diz que Uma tranca eletrica, que quando digitada uma senha correta libera a porta, mas a parte mais criativa é a trava, porque usa peças de leitor de CD/DVD. confira as fotos..<br />
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<a href="http://nootropicdesign.com/projectlab/wp-content/uploads/2009/11/lockClosed.jpg"><img alt="The lock in the closed (locked) position." class="size-full wp-image-44" height="640" src="http://nootropicdesign.com/projectlab/wp-content/uploads/2009/11/lockClosed-sm.jpg" title="lockClosed-sm" width="480" /> </a><br />
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<a href="http://nootropicdesign.com/projectlab/wp-content/uploads/2009/11/keypad.jpg"><img alt="Lock keypad - green indicates that it's unlocked, red indicates locked." class="size-full wp-image-29" height="300" src="http://nootropicdesign.com/projectlab/wp-content/uploads/2009/11/keypad.jpg" title="keypad" width="400" /></a>Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.comtag:blogger.com,1999:blog-6063151263350909765.post-76512898437083982272011-03-23T12:56:00.000-03:002011-03-23T12:56:51.209-03:00Árvores bioluminescentes:<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcmtb5HP6v8VXBV-zq2n0qCBKQ_CbW90h9UYxqGbx6rxBX9QuoM2HO6qpSjt3GfUAW8sc9kQH6BdHzh-auiyY8YRUR6cj0V8johZ-ctm2bjjxOZk6tkqmD75BNGXQnU9YmrDRstWExols/s1600/arvorebio.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcmtb5HP6v8VXBV-zq2n0qCBKQ_CbW90h9UYxqGbx6rxBX9QuoM2HO6qpSjt3GfUAW8sc9kQH6BdHzh-auiyY8YRUR6cj0V8johZ-ctm2bjjxOZk6tkqmD75BNGXQnU9YmrDRstWExols/s400/arvorebio.jpg" width="400" /></a></div><br />
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Esqueça os postes de luz que gastam muita energia. Pesquisadores taiwaneses estavam procurando uma alternativa não-tóxica e menos dispendiosa para o pó de fósforo usado em luzes de LED, e aproveitando a bioluminescência, sintetizaram nanopartículas de ouro – que tem forma de ouriços do mar – e transformaram árvores em novos postes de rua.<br />
Como isso acontece? Os pesquisadores usaram plantas <em>Bacopa caroliniana</em> e difundiram suas folhas com nanopartículas de ouro. Eles descobriram que, embora usassem uma luz ultravioleta, as nanopartículas de ouro produziam uma fluorescência azul-violeta, que provocava uma emissão vermelha na clorofila que estava ao redor. A clorofila fez com que as folhas exalassem um brilho vermelho.<br />
A ideia veio como uma alternativa a outras fontes de luz mais caras e tóxicas. A luz emitida por diodo (LED) substituiu a fonte de luz tradicional em muitos painéis de iluminação pública na estrada. Mas, segundo os cientistas, muito diodo, especialmente luz branca emissora de diodo, usa pó de fósforo para estimular a luz de comprimentos de onda diferentes. <br />
O pó de fósforo é altamente tóxico e seu preço é caro. Com a nova criação, os pesquisadores acreditam que podem oferecer uma alternativa mais segura à iluminação tradicional, reduzindo a poluição luminosa e as emissões de carbono, além de reduzir gradualmente os custos de eletricidade.<br />
Segundo os pesquisadores, no futuro, a bio-LED pode ser usada para fazer árvores luminescentes que iluminem as estradas durante a noite. Isto irá economizar energia, além de absorver o CO2, já que a bio-luminescência LED fará com que o cloroplasto realize fotossíntese.Fabin Farolhttp://www.blogger.com/profile/01763665831950858957noreply@blogger.com