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Current through a single inductor
So even though the voltage was derived from a combined inductance, you can simply divide by the individual inductance to get the current? \frac{di}{dt} = v/L It is just odd , that first off the combined inductance is the product/sum, and then the voltage is the i(t)*R. Strange that division...- modulation
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- Forum: Engineering and Comp Sci Homework Help
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Current through a single inductor
Homework Statement Ok, so this isn't a question of how to solve, but rather why the solution works. Say you have a circuit with 2 inductors in parallel, a 5H and a 20H, in parallel to the inductors is a resistive network with a resistance of 8Ω, and a switch, which has been closed long...- modulation
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- Current Inductor
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- Forum: Engineering and Comp Sci Homework Help