Problem 1: Law of Induction A triangularly shaped circuit has a series resistance R, a 90 degree angle and edges of dimensions a and b. It is placed at a distance L from an infinitely long wire carrying a time varying current I(t)=a.t², with a>0. Calculate the induced current in the circuit. L a Resistor R b
Problem 1: Law of Induction A triangularly shaped circuit has a series resistance R, a 90 degree angle and edges of dimensions a and b. It is placed at a distance L from an infinitely long wire carrying a time varying current I(t)=a.t², with a>0. Calculate the induced current in the circuit. L a Resistor R b
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![Problem 1: Law of Induction
A triangularly shaped circuit has a series resistance R, a 90 degree angle and edges of dimensions a and
b. It is placed at a distance L from an infinitely long wire carrying a time varying current I(t)=a·t², with
a>0. Calculate the induced current in the circuit.
L
a
Resistor R
b](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2999b0f9-0e26-46a0-ba22-f47e0ef1adc4%2F787d5379-3714-48d2-851d-ab4fb6cb9d65%2Fdfhwme_processed.png&w=3840&q=75)
Transcribed Image Text:Problem 1: Law of Induction
A triangularly shaped circuit has a series resistance R, a 90 degree angle and edges of dimensions a and
b. It is placed at a distance L from an infinitely long wire carrying a time varying current I(t)=a·t², with
a>0. Calculate the induced current in the circuit.
L
a
Resistor R
b
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