RLC Y Circuit (Part 4)

An RLC circuit is excited by two DC voltage sources. The switches close at time t = 0 t = 0 , at which time the inductor and capacitor are de-energized.

Let I m i n I_{min} and I m a x I_{max} be the smallest and largest resistor current values over all time. Let I 0 + I_{0+} be the resistor current right after the switches close, and let I I_{\infty} be the steady-state resistor current as the elapsed time approaches infinity.

Determine the following ratio:

I m i n + I m a x I 0 + + I \large{\frac{I_{min} + I_{max}}{I_{0+} + I_{\infty}}}

Details and Assumptions:
1) All four current values are positive
2) R = L = C = 1 R = L = C = 1
3) V S 1 = 10 V_{S1} = 10
4) V S 2 = 15 V_{S2} = 15


The answer is 0.9067.

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