Question
Signals and System Problem (Electrical Engineering)
Please also do the Matlab parts. Those are most important parts.
A series RLC circuit is connected to a voltage source x(t). The output y(t) is taken across the capacitor. The negative side of x(t) and y(t) is the common ground. The values of the elements are: R=8.1250 Ohms, C= 1 farad, and L= 1.0 Henry. Suppose the input x(t) is given function of time for all time: x(t) = exp (|2t|) where the bracket |*| means the magnitude of *. Derive the output y(t) for all time Sketch y(t) for all time. Write a matlab program to plot x(t) and y(t) for all time. Suppose the input xl(t) to the circuit is xl(t)= 4 exp (-j t) where j^2 = -1 Derive the corresponding steady state output yl(t). Repeat above step for an input x2(t)= 4 exp (+j t) and derive y2(t). Suppose a new input x(t) = 4 cos(t). Use the results of part 1 and 2 to derive the steady state response y(t). Plot x(t) and y(t) as functions of time for 0
Explanation / Answer
please repost the question. It is partly readable...thank you