No vídeo acima, esclarecedor da noção de Circuito Elétrico, ao apresentar a Lei de Ohm como [math]V=Ri[/math] difere desse projeto, pois consideramos [math]V=RI[/math] em Corrente Contínua (CC ou DC). A variável minúscula surgirá no estudo de Corrente Alternada.[br][br]Segundo Sadiku, Musa, Alexander (2014,p.77) ao tratar de circuitos elétricos é importante compreender a noção da combinação de resistores em série ou em paralelo, pois, ocorre é algo que ocorre com frequentemente. Quando resistores estão conectados de ponta a ponta, eles estão em série, permitindo que a mesma corrente flua através deles.[br][br][b]Definição:[/b] Um circuito em série é caracterizado por resistores conectados em sequência, permitindo que a [b]mesma corrente[/b] passe por todos eles.[br][br][br]A FIG.3: ilustra resistores em série e mostra exemplos de circuitos com resistores em série.[br][br]FIG.3: Resistores e Circuitos com Resistores em Série[br][br][img]data:image/png;base64,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[/img][br]Fonte: Sadiku, Musa, Alexander (2014, p.77)[br][br]A resistência total corresponde [math]R_T=R_1+R_2+R_3+...+R_n[/math], com n representando a quantidade de resistores em série no circuito elétrico simples.[br][br]Para esse entendimento do resistor equivalente ou toral [math]R_T[/math] assista ao vídeo abaixo, disponibilizado pela plataforma Khan Academy:
Nessa perspetiva vamos montar esse circuito simples com a bateria de 20V e os resistores [math]R_1=2\Omega[/math] , [math]R_2=3\Omega[/math] e [math]R_3=5\Omega[/math] no kit construtor de circuitos (DC) virtual disponibilizado pela Universidade do Colorado. Numprimeiro momento procurando entender a questão da corrente continua e do resistor equivalente [math]R_T[/math] .
Muito bem! Vamos analisar o problema proposto no software GeoGebra, o cálculo simbólico e a representação gráfica desse circuito proposto, procurando interpretar a função linear aplicada.
Supondo um circuito elétrico simples com uma bateria de V (volts) e três resistores em [b]série[/b] [math]R_1[/math], [math]R_2[/math] e [math]R_3[/math] a corrente elétrica I equivale a: [br][br]
Quando analisamos um circuito elétrico com resistores em série, identificamos que:[br][br](1) A corrente elétrica I é constante em todo o circuito, independente da quantidade de resistores em série: [math]I_1=I_2=I_3=...=I_n[/math] com [math]n\in\mathbb{Z}_+[/math][br](2) A tensão V se divide (quedas de tensão): [math]V_1+V_2+V_3+...+V_n=V[/math] com [math]n\in\mathbb{Z}_+[/math] [br](3) O resistor equivalente (total) correspode a soma dos resistores em série: [math]R_{eq.}=R_1+R_2+R_3+...+R_n[/math] com [math]n\in\mathbb{Z}_+[/math] [br][br]Em relação a tensão em (2) , segundo Sadiku, Musa, Alexander (2014,p.79), a lei de Ohm sozinha não é suficiente para analisar circuitos elétricos, mas, quando combinada com as duas leis de Kirchhoff, permite a análise de uma ampla gama de circuitos. Introduzidas em 1847 por Gustav Robert Kirchhoff, essas leis são conhecidas como a lei de Kirchhoff das tensões (LKT) e a lei de Kirchhoff das correntes (LKC). Esta segunda veremos mais adiante.[br]A LKT afirma que a soma algébrica de todas as tensões em um caminho fechado é igual a zero, baseando-se no princípio da conservação de energia em circuitos elétricos, sendo:[br][br][math]V_1+V_2+V_3+....+Vn=0[/math] onde n representa o número de tensões em um laço.
SADIKU, Matthew N. O; ALEXANDER, Charles K.; MUSA, Sarhan. Análise de circuitos elétricos com aplicações. AMGH Editora, 2014.