Noise detector employing plural delay circuits
First Claim
1. An impulse noise detector comprising rectifier means operable on an applied signal to provide a rectified signal, smoothing means for smoothing the rectified signal, a plurality of delay means for operating on the smoothed signal to afford a corresponding plurality of time delayed signals, and means for selectively combining the corresponding plurality of time delayed signals to afford an output which is indicative of the presence, in the applied signal, of impulse noise;
- wherein each of the plurality of delay means operates in accordance with a function
space="preserve" listing-type="equation">e.sup.-s =e.sup.-ks /e.sup.-(k-1)s where0<
k<
1e=the exponential function of approximately 2.718s=the complex frequency variable.
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Abstract
An impulse noise detector, for use in impulse noise suppressor circuits which are used for suppressing scratch noises in disc record players, comprises a rectifier operable on an applied signal to provide a rectified signal, a smoothing circuit for smoothing the rectified signal, a pair of delay and invert circuits operable on the smoothed signal for affording a corresponding plurality of time delayed signals, and a combiner for selectively combining the time delayed signals to afford an output which is indicative of the presence, in the applied signal, of impulse noise.
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Citations
5 Claims
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1. An impulse noise detector comprising rectifier means operable on an applied signal to provide a rectified signal, smoothing means for smoothing the rectified signal, a plurality of delay means for operating on the smoothed signal to afford a corresponding plurality of time delayed signals, and means for selectively combining the corresponding plurality of time delayed signals to afford an output which is indicative of the presence, in the applied signal, of impulse noise;
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wherein each of the plurality of delay means operates in accordance with a function
space="preserve" listing-type="equation">e.sup.-s =e.sup.-ks /e.sup.-(k-1)swhere 0<
k<
1e=the exponential function of approximately 2.718 s=the complex frequency variable. - View Dependent Claims (2, 3, 4, 5)
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Specification