The present subject matter relates generally to adaptive filters and in particular to method and apparatus to reduce entrainment-related artifacts for hearing assistance systems.
Digital hearing aids with an adaptive feedback canceller usually suffer from artifacts when the input audio signal to the microphone is periodic. The feedback canceller may use an adaptive technique, such as a N-LMS algorithm, that exploits the correlation between the microphone signal and the delayed receiver signal to update a feedback canceller filter to model the external acoustic feedback. A periodic input signal results in an additional correlation between the receiver and the microphone signals. The adaptive feedback canceller cannot differentiate this undesired correlation from that due to the external acoustic feedback and borrows characteristics of the periodic signal in trying to trace this undesired correlation. This results in artifacts, called entrainment artifacts, due to non-optimal feedback cancellation. The entrainment-causing periodic input signal and the affected feedback canceller filter are called the entraining signal and the entrained filter, respectively.
Entrainment artifacts in audio systems include whistle-like sounds that contain harmonics of the periodic input audio signal and can be very bothersome and occurring with day-to-day sounds such as telephone rings, dial tones, microwave beeps, instrumental music to name a few. These artifacts, in addition to being annoying, can result in reduced output signal quality. Thus, there is a need in the art for method and apparatus to reduce the occurrence of these artifacts and hence provide improved quality and performance.
This application addresses the foregoing needs in the art and other needs not discussed herein. Methods and apparatus embodiments are provided to avoid entrainment of feedback cancellation filters in hearing assistance devices. Various embodiments include using a auto regressive unit with an adaptive filter to measure an acoustic feedback path and deriving an output of the auto regressive unit at least in part from a ratio of a predictive estimate of an input signal to a difference of the predictive estimate and the input signal. Various embodiments include using the ratio output of the auto regressive unit to adjust the adaptation rate of the adaptive feedback cancellation filter to avoid entrainment.
Embodiments are provided that include a microphone, a receiver and a signal processor to process signals received from the microphone, the signal processor including an adaptive feedback cancellation filter, the adaptive feedback cancellation filter adapted to provide an estimate of an acoustic feedback path for feedback cancellation. Embodiments are provided that also include a predictor filter to provide a power ratio of a predicted input signal error and a predicted input signal, the power ratio indicative of entrainment of the adaptive filter, wherein the predicted input signal error includes a measure of the difference between the predicted input signal and the first input signal.
This Summary is an overview of some of the teachings of the present application and is not intended to be an exclusive or exhaustive treatment of the present subject matter. Further details about the present subject matter are found in the detailed description and the appended claims. The scope of the present invention is defined by the appended claims and their legal equivalents.
The following detailed description of the present invention refers to subject matter in the accompanying drawings which show, by way of illustration, specific aspects and embodiments in which the present subject matter may be practiced. These embodiments are described in sufficient detail to enable those skilled in the art to practice the present subject matter. References to “an”, “one”, or “various” embodiments in this disclosure are not necessarily to the same embodiment, and such references contemplate more than one embodiment. The following detailed description is, therefore, not to be taken in a limiting sense, and the scope is defined only by the appended claims, along with the full scope of legal equivalents to which such claims are entitled.
In the illustrated system, at least one feedback path 109 can contribute undesirable components 110 to the signal received at the input 104, including components sent from the output device 106. The adaptive feedback cancellation filter 102 operates to remove the undesirable components by recreating the transfer function of the feedback path and applying the output signal 107 to that function 102. A summing junction subtracts the replicated feedback signal ŷn 111 from the input signal resulting in a error signal en 112 closely approximating the intended input signal without the feedback components 110. In various embodiments, the adaptive feedback cancellation filter 102 initially operates with parameters set to cancel an assumed feedback leakage path. In many circumstances, the actual leakage paths vary with time. The adaptation unit 101 includes an input to receive the error signal 112 and an input to receive the system output signal 107. The adaptation unit 101 uses the error signal 112 and the system output signal 107 to monitor the condition of the feedback path 109. The adaptation unit 101 includes at least one algorithm running on a processor to adjust the coefficients of the feedback cancellation filter 102 to match the characteristics of the actual feedback path 109. The rate at which the coefficients are allowed to adjust is called the adaptation rate.
In general, higher adaptation rates improve the ability of the system to adjust the cancellation of feedback from quickly changing feedback paths. However, an adaptation filter with a high adaptation rate often create and allow correlated and tonal signals to pass to the output. Adaptation filters with lower adaptation rates may filter short burst of correlated input signals, but are unable to filter tonal signals, sustained correlated input signals and feedback signals resulting from quickly changing feedback leakage paths. The illustrated system embodiment of
The AR unit 303 is further adapted to provide at least one parameter Bn 323 upon which the adaptation unit 101 of
The adaptive prediction error filter 316 is able to predict correlated and tonal input signals because it has been shown that white noise can be represented by a Pth-order AR process and expressed as:
This equation can also be rearranged as
where,
and fn is the prediction error, an(0), . . . , an(i) and an(P) are AR coefficients. It has been shown that if P is large enough, fn is a white sequence. The main task of AR modeling is to find optimal AR coefficients that minimize the mean square value of the prediction error. Let xn=[Xn-1 . . . Xn-P]T be an input vector. The optimal coefficient vector A*n is known to be the Wiener solution given by
An*=[an(0)*,an(1), . . . ,an(P−1)*]/T=Rn−1rn
where
Rn=E{xnxnT} input autocorrelation matrix and rn=E{xnxn}.
The prediction error fn is the output of the adaptive pre whitening filter An which is updated using the LMS algorithm
where
fn=xn−{circumflex over (x)}n
is the prediction error and
{circumflex over (x)}n=xnTAn
is the prediction of xn the step size η determines the stability and convergence rate of the predicator and stability of the coefficients. It is important to note that An is not in the cancellation loop. In various embodiments An is decimated as needed. The weight update equation,
is derived through a minimization of the mean square error (MSE) between the desired signal and the estimate, namely by
E{|fn|2}=E{[xn−{circumflex over (x)}n]2}.
The forward predictor error power and the inverse of predictor signal power form an indication of the correlated components in the predictor input signal. The ratio of the powers of predicted signal to the predictor error signal is used as a method to identify the correlation of the signal, and to control the adaptation of the feedback canceller to avoid entrainment. A one pole smoothened forward predictor error, fn, is given by
{grave over (f)}n=β{grave over (f)}n-1+(1−β)|fn|
where β is the smoothening coefficient and takes the values for β<1 and fn is the forward error given in the equation
fn=xn−{circumflex over (x)}n
The energy of the forward predictor {circumflex over (x)}n can be smoothened by
{grave over (x)}n=β{grave over (x)}n+(1−β)|{circumflex over (x)}n|.
The non-entraining feedback cancellation is achieved by combining these two measures with the variable step size Normalized Least Mean-Square (NLMS) adaptive feedback canceller, where adaptation rate μn is a time varying parameter given by
where un=[un, . . . , un-M+1]T, and en=yn−ŷn+xn as shown in
where u0 is a predetermined constant adaptation rate decided on the ratio of {grave over ( )}fn and {grave over ( )}xn for white noise input signals. In this method, the adaptation rate of the feedback canceller is regulated by using the autoregressive process block (AR unit). When non-tonal signal (white noise) is present, the forward predictor error is large and the forward predictor output is small leaving the ratio large giving a standard adaptation rate suited for path changes. The AR unit provides a predetermined adaptation rate for white noise input signals. When a tonal input is present, the predictor learns the tonal signal and predicts its behavior resulting in the predictor driving the forward predictor error small and predictor output large. The ratio of the forward predictor error over predictor output is made small, which gives an extremely small adaptation rate, and in turn results in the elimination and prevention of entrainment artifacts passing through or being generated by the adaptive feedback cancellation filter.
Various embodiments of methods according to the present subject matter have the advantage of recovering from feedback oscillation. Feedback oscillations are inevitable in practical electro-acoustic system since the sudden large leakage change often causes the system to be unstable. Once the system is unstable it generates a tonal signal. Most tonal detection methods fail to bring back the system to stability in these conditions. methods according to the present subject matter recover from internally generated tones due to the existence of a negative feedback effect. Consider the situation where the primary input signal is non-correlated and the system is in an unstable state and whistling due to feedback. It is likely that the predicting filter has adapted to the feedback oscillating signal and adaptation is stopped. If the input signal is non-correlated, the predictor filter will not be able to model some part of the input signal (en). This signal portion allows the step size to be non zero making the main adaptive filter converge to the desired signal in small increments. On each incremental adaptation, the feedback canceller comes closer to the leakage and reduces the unstable oscillation. Reducing the internally created squealing tone, decreases the predictor filter's learned profile. As the predictor filter output diverges from the actual signal, the predicted error increases. As the predicted error increases, the power ratio increases and, in turn, the adaptation rate of the main feedback canceller increases bringing the system closer to stability.
This application is intended to cover adaptations and variations of the present subject matter. It is to be understood that the above description is intended to be illustrative, and not restrictive. The scope of the present subject matter should be determined with reference to the appended claim, along with the full scope of equivalents to which the claims are entitled.
This application claims the benefit under 35 U.S.C. 119(e) of U.S. Provisional Patent Application Ser. No. 60/862,526, filed Oct. 23, 2006, the entire disclosure of which is hereby incorporated by reference in its entirety.
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20080130927 A1 | Jun 2008 | US |
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60862526 | Oct 2006 | US |