Adaptive line enhancer
First Claim
1. An adaptive line enhancer for spectral line enhancing, generally in an environment where significant noise is present, comprising:
- means for delaying an input signal X(j) by a fixed time delay δ
;
weighted means, whose input is connected to the output of the delaying means, for adaptively filtering the delayed signal, using a least-means-square (LMS) algorithm, the output of the filtering means comprising a signal Y(j);
means, having as inputs the signals X(j) and Y(j), for subtracting the signal Y(j) from X(j), the output of the subtracting means being the error signals ε
(j);
means, having as an input the signal ε
(j), for multiplying the signal by a gain μ
, the output of the multiplying means being fed back to the filtering means, to cause the weights of the weighted means to be readjusted in a manner to minimize the difference between the signal X(j) and the signal Y(j), thereby minimizing the error signal ε
(j), wherein;
the weighted filtering means comprises a transversal filter.
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Abstract
An input signal X(j) is fed directly to the positive port of a summing function and is simultaneously fed through a parallel channel in which it is delayed, and passed through an adaptive linear transversal filter, the output being then subtracted from the instantaneous input signal X(j). The difference, X(j)-Y(j), between these two signals is the error signal ε(j). ε(j) is multiplied by a gain μ and fed back to the adaptive filter to readjust the weights of the filter. The weights of the filter are readjusted until ε(j) is minimized according to the recursive algorithm: ##EQU1## where the arrow above a term indicates that the term is a signal vector. Thus, when the means square error is minimized, W.sub.(j+1) =W.sub.(j), and the filter is stabilized.
141 Citations
3 Claims
-
1. An adaptive line enhancer for spectral line enhancing, generally in an environment where significant noise is present, comprising:
-
means for delaying an input signal X(j) by a fixed time delay δ
;weighted means, whose input is connected to the output of the delaying means, for adaptively filtering the delayed signal, using a least-means-square (LMS) algorithm, the output of the filtering means comprising a signal Y(j); means, having as inputs the signals X(j) and Y(j), for subtracting the signal Y(j) from X(j), the output of the subtracting means being the error signals ε
(j);means, having as an input the signal ε
(j), for multiplying the signal by a gain μ
, the output of the multiplying means being fed back to the filtering means, to cause the weights of the weighted means to be readjusted in a manner to minimize the difference between the signal X(j) and the signal Y(j), thereby minimizing the error signal ε
(j), wherein;the weighted filtering means comprises a transversal filter. - View Dependent Claims (2, 3)
-
Specification