di dt = Problem 1 (20 points): An RLC circuit consists of three elements: a resistor (R), an inductor (L), and a capacit
Posted: Fri Mar 04, 2022 10:12 am
di dt = Problem 1 (20 points): An RLC circuit consists of three elements: a resistor (R), an inductor (L), and a capacitor (C). The flow of current across each element induces a voltage drop. Kirchhoff's second voltage law states that the algebraic sum of three voltage drops around a close circuit is zero, iR +2+ = 0, where i-current, R-resistance, L -inductance, t=time, q=charge and C-capacitance. In addition, the current is related to charge as is "? = i. If the initial values are da i(0) = 0 and q(0) = 1, use the Euler's method to solve this pair of differential equations from t = 0 to 0.03s using a step size of At = 0.01s. Employ the following parameters for your calculation: R = 2009, L = 5H and C = 10-4F. (Please solve this problem by hand, not MATLAB dt R с w L 0000 V V VR Vc i(t) =Im sin wt Vs