In a circuit with an impressed voltage E, which has a resistor R, inductance L and...
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In a circuit with an impressed voltage E, which has a resistor R, inductance L and capacitance C in parallel, the current i follows the following differential equation d²E 1 dE 1 +-E dt2' R dt' L di dt If C = 0.3 farads R = 1.4 ohms L = 1.7 henries And the voltage is given by E(t) = e-0.061 sin(2t – n) If i(0) = 0, calculate the current i with values t = 0.1j, where j = 0,1,2, ..,100 %3D In a circuit with an impressed voltage E, which has a resistor R, inductance L and capacitance C in parallel, the current i follows the following differential equation d²E 1 dE 1 +-E dt2' R dt' L di dt If C = 0.3 farads R = 1.4 ohms L = 1.7 henries And the voltage is given by E(t) = e-0.061 sin(2t – n) If i(0) = 0, calculate the current i with values t = 0.1j, where j = 0,1,2, ..,100 %3D
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