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Teoria de Circuitos Elétricos 2024-2025

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Considere (Consider)

L1= 48,6  mH ; L2= 4,7  mH; L3= 29,2  mH ; V1= 1,7 V ;R1=101,9 KΩ

Em DC determine o valor da corrente que flui em  Leq . Apresente o valor em mA com 4 casas decimais.

In DC determine the value of the current flowing through  Leq . Present the value in mA with 4 decimal places.

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Considere (Consider)

L1= 48,6  mH ; L2= 4,7  mH; L3= 29,2  mH ; V1= 1,7 V ; R1=101,9 KΩ

Determine o valor de Leq em mH. Apresente o valor com 3 casas decimais.

Determine the value of Leq in  mH. Present the value with 3 decimal places.

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Considere (Consider)

C1= 39,1  μF ; C2= 13,3  μF; C3= 27  μF ;C4= 17,8  μF; I1= 19,5  mA ;R1=20,2 Ω

Um regime DC Determine o valor da tensão aos terminais de Ceq. Apresente o valor em Volt com 2 casas decimais.

In DC,determine the value of the voltage ate Ceq terminals. Present the value in Volt with 2 decimal places.

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Considere (Consider)

C1= 39,1  μF ; C2= 13,3  μF; C3= 27  μF ;C4= 17,8  μF; I1= 19,5 mA ;R1=20,2 Ω

Determine o valor da energia armazenada em Ceq em μJ. Apresente o valor com 3 casas decimais.

Determine the value of the energy stored in Ceq in  μJ. Present the value with 3 decimal places.

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Considere (Consider)

C1= 39,1  μF ; C2= 13,3  μF; C3= 27  μF ;C4= 17,8  μF; I1= 19,5 mA ;R1=20,2 KΩ

Determine o valor de Ceq em μF. Apresente o valor com 3 casas decimais.

Determine the value of Ceq in  μF. Present the value with 3 decimal places.

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Em regime DC estabilizado as bobines comportam-se como:

In stabilized DC regime the inductors behave as:

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Numa bobine a  relação entre a diferença de potencial aos seus terminais, vl(t), e a corrente que flui il(t) através dele é dada por:

In an inductor the relationship between the potential difference at its terminals, vl(t), and the current flowing il(t) through it is given by:

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Num condensador a  relação entre a corrente que flui ic(t) através dele e a diferença de potencial aos seus terminais, vc(t),   é dada por:

In a capacitor the relationship between the current flowing ic(t) through it and the potential difference at its terminals, vc(t), is given by:

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Em regime DC estabilizado os condensadores comportam-se como:

In stabilized DC regime, capacitors behave as:

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Um elemento reactivo é

A reactive element is

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