Let W(t) be a zero-mean white Gaussian noise process with power spectral density (N_(o))/(2).
Consider the correlator outputs:
N_(m)=int_(-infty )^(infty ) W(t)S_(m)(t)dt
where
a) Find the variance of N_(m), for m=1,2.
b) Find the cross correlation E{N_(1)N_(2)}.
Let W(t) be a zero-mean white Gaussian noise process with power spectral density N./2
Consider the correlator outputs :
Nm
W(t)Sm(t)dt
where
S1(t)A
s2(t)A
A
0
0
a) Find the variance of Nm.for m = 1,2 b) Find the cross correlation E{N,N,}.
