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📄 cyclic_autocovariance_fast.m

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function R=cyclic_autocovariance_fast(x,T,max_tau)%% CYCLIC_AUTOCOVARIANCE_FAST%              %              calculates the cyclic autocovariance for signal x%              at frequency alpha=1/T using a fast%              approximation based on the synchronous average of the%              time varying autocorrelation.  Fundamental signal%              period can be defined as a single period or as a sequence%              of once per period pulse times.%             %              R(k*alpha,tau)=E{ x(t-tau/2) y(t+tau/2)%                                exp(-jk(alpha)t)}%              for k=0 ... 1/alpha%              Signals x has its periodic average removed%% USAGE%              R=cyclic_autocovariance_fast(x,T,max_tau)%%              calculate autocorrelation up to max_tau time lags%%              if T is a scalar, then T defined the fundamental%              cyclic period%%              if T is a vector, then T defines a series of once%              per revolution impulses% File: cyclic_autocovariance_fast.m% Last Revised: 24/11/97% Created: 24/11/97% Author: Andrew C. McCormick% (C) University of StrathclydeR=cyclic_cross_covariance_fast(x,x,T,max_tau);

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