1 Px(x) = -x²/202 σ2π The signal x(t) is applied to the input of the following half-wave rectifier circuit with output y(t): x(t) y(1) a. Assuming an ideal diode, find Fy(y) and py(y) for the output amplitude y = xu(x). b. Assuming a non-ideal diode, find Fy(y) and py(y) for the output amplitude y = (x-0.10)u(x-0.10).

MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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The PDF of an amplitude X of a Gaussian signal x(t) is given by:

1
Px(x) =
-x²/202
σ2π
The signal x(t) is applied to the input of the following half-wave rectifier circuit with output y(t):
x(t)
y(1)
a. Assuming an ideal diode, find Fy(y) and py(y) for the output amplitude y = xu(x).
b. Assuming a non-ideal diode, find Fy(y) and py(y) for the output amplitude y = (x-0.10)u(x-0.10).
Transcribed Image Text:1 Px(x) = -x²/202 σ2π The signal x(t) is applied to the input of the following half-wave rectifier circuit with output y(t): x(t) y(1) a. Assuming an ideal diode, find Fy(y) and py(y) for the output amplitude y = xu(x). b. Assuming a non-ideal diode, find Fy(y) and py(y) for the output amplitude y = (x-0.10)u(x-0.10).
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