- 1 The Current In An Inductor Is Given By The Function L T 0 3e2t 0 15t2 2 0 If Its Self Inductance Is 325 Mh 1 (40.65 KiB) Viewed 15 times
1. The current in an inductor is given by the function l(t) = 0.3e2t - 0.15t2 + 2.0. If its self- inductance is 325 mH.
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1. The current in an inductor is given by the function l(t) = 0.3e2t - 0.15t2 + 2.0. If its self- inductance is 325 mH.
1. The current in an inductor is given by the function l(t) = 0.3e2t - 0.15t2 + 2.0. If its self- inductance is 325 mH. Calculate the emf induced in the inductor for t = 1.0 s. 2. An LR circuit is built and it is observed that to get from 0 to 0.75 of the maximum current value it takes 2.56 ms. Calculate the time constant of the circuit and the resistance if L = 31.0 mH.
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