a The power spectrum of a process xt is sxw 11w22 Find the a

a) The power spectrum of a process, x(t), is

sx(w)= 1/(1+w2)2

Find the autocorrelation function Rx(Tau)

b) Given a stochastic process (x(t)=aejwt) where a is a constant and w is a random variable with probability density (p(w). Show that the power spectrum (Sx(w)) is Sx(w)=2*pi*|a|2*p(w).

Solution

  

a) The power spectrum of a process, x(t), is sx(w)= 1/(1+w2)2 Find the autocorrelation function Rx(Tau) b) Given a stochastic process (x(t)=aejwt) where a is a

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