Combined super-exponential iteration blind equalization algorithm based on orthogonal wavelet transform
An orthogonal wavelet, super-exponential technology, applied in electrical components, transmission systems, etc., can solve problems such as the autocorrelation of the input signal without changing the equalizer, the algorithm is unstable, and the phase rotation cannot be quickly corrected.
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[0024] Such as figure 1 shown. The Super Exponential (SE) algorithm derives the Super Exponential Iterative (SEI) blind equalization algorithm. The SE blind equalization algorithm operates on data segments, while the SEI algorithm operates on data points, so the SEI algorithm can more effectively track the time-varying characteristics of the underwater acoustic channel. In the figure, k represents the time series, a(k) represents the signal transmitted by the transmitter, which is a white independent and identically distributed sequence with a variance of 1; c(k) is the channel impulse response vector; n(k) is the channel noise, generally assumed to be Gaussian white noise sequence and independent of signal statistics. y(k) is the input sequence of the equalizer, and y(k)=[y(k), y(k-1),..., y(k-L+1)] T ; f(k) is equalizer weight vector, and f(k)=[f(k), f(k-1),..., f(k-L+1)] T (L is the weight length, which is a positive integer, and T represents transposition); ψ(·) is a n...
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