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Below are all of the forum threads, including all
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Post subject: available noise power consistency check Posted: Sat Sep 10, 2005 8:42 am
Joined: Sat Sep 10, 2005 8:04 am
I was reading up on noise
power and etc, and I understand that 4KTR*delta_f is the maximum power transmitted(available noise power) for a
resistor with a matching load resistance. Unless I miss read between the lines, if the load resistance is NOT = to
the source resistance, then the above equation is no longer valid.
Now the problem I ran into is this:
after a few more pages, I found a simple Thevenin eq circuit containing Source V and R, and a load C. Now Vo^2 is
the noise power across the Capacitor and Vs^2 is the noise power input. Thus, Vo^2 = Vs^2 / (1 + jwRC)^2. Now my
first question is:
I thought P(load) = Vs^2 x Resistance(load) / Impedance(total), and since the output
impedance is modeled by just the capacitor, there shouldn't be a real resistance value at all, but the above
equation applies (1/sC) as the output resistance and I don't know why. I thought (1/sC) is the complex part of the
impedance and should not be utilized in the above Noise power equation?
And then the book replaces Vs^2
with 4KTRdf, so:
[b] I thought 4KTRdf is only valid when the R_load matches the R_S, so what makes the
author perform the above subsitution?
I am a fourier illiterate...