NOISE CANCELLATION SYSTEM AND SIGNAL PROCESSING METHOD FOR AN EAR-MOUNTABLE PLAYBACK DEVICE

Abstract

A noise cancellation system for an ear-mountable playback device having a speaker, a feedforward microphone and an error microphone comprises a filter chain for coupling the feedforward microphone to the speaker, the filter chain comprising a series connection or parallel connection of a coarse filter and a fine filter, and a noise control processor. The fine filter is formed of a set of sub-filters having a predefined frequency range, wherein the predefined frequency range of each of the sub-filters together forms an effective overall frequency range of the fine filter. The noise control processor is configured to calculate an error signal based on a first noise signal sensed by the feedforward microphone and on a second noise signal sensed by the error microphone, to perform an adaptation of coarse filter parameters of the coarse filter based on the error signal, and to perform a limited adaptation of fine filter parameters of each of the sub-filters based on the error signal, wherein limits of the limited adaptation comprise the predefined frequency ranges of the sub-filters and at least one of a gain limit and a Q factor limit.

Claims

1. A noise cancellation system for an ear-mountable playback device having a speaker, a feedforward microphone configured to predominantly sense ambient sound and an error microphone configured to sense ambient sound and sound being output from the speaker, the noise cancellation system comprising a filter chain for coupling the feedforward microphone to the speaker, the filter chain comprising a series connection or parallel connection of a coarse filter and a fine filter; and a noise control processor; wherein the fine filter is formed of a set of sub-filters; each of the sub-filters has a predefined frequency range; the predefined frequency range of each of the sub-filters together forms an effective overall frequency range of the fine filter; and the noise control processor is configured to calculate an error signal based on a first noise signal sensed by the feedforward microphone and on a second noise signal sensed by the error microphone; perform an adaptation of coarse filter parameters of the coarse filter based on the error signal; and perform a limited adaptation of fine filter parameters of each of the sub-filters based on the error signal, wherein limits of the limited adaptation comprise the predefined frequency ranges of the sub-filters and at least one of a gain limit and a Q factor limit.

2. The noise cancellation system according to claim 1, wherein the predefined frequency range of each of the sub-filters is adjacent to or at least partially overlap with the predefined frequency range of at least one other sub-filter of the set of sub-filters.

3. The noise cancellation system according to claim 1, wherein the set of sub-filters comprises between 6 and 12 sub-filters, in particular between 8 and 10 sub-filters.

4. The noise cancellation system according to claim 1, wherein the effective overall frequency range of the fine filter is from 80 Hz to 2000 Hz, in particular from 80 Hz to 1000 Hz.

5. The noise cancellation system according to claim 1, wherein each sub-filter is one of a peak filter and a notch filter.

6. The noise cancellation system according to claim 1, wherein each sub-filter is a minimum-phase filter.

7. The noise cancellation system according to claim 1, wherein the limited adaptation of the sub-filters is based on an error minimization algorithm, in particular a least-mean-squares, LMS, algorithm.

8. The noise cancellation system according to claim 1, wherein the limited adaptation of the sub-filters comprises an adaptation of a gain, a center frequency and a Q factor of at least one of the sub-filters.

9. The noise cancellation system according to claim 1, wherein the limited adaptation of the sub-filters comprises directly adapting the fine filter parameters of at least one of the sub-filters and checking the limits of the limited adaptation for the adapted fine filter parameters.

10. The noise cancellation system according to claim 1, wherein the noise control processor is configured to perform the coarse adaptation in advance of or at a different adaptation rate to the limited adaptation.

11. The noise cancellation system according to claim 1, wherein the noise control processor is configured to perform the coarse adaptation by adapting a gain factor and/or a cut-off frequency of the coarse filter.

12. The noise cancellation system according to claim 1, further comprising a feedback noise filter coupling the error microphone to the speaker.

13. An ear-mountable playback device, in particular headphone (HP) or handset, comprising a noise cancellation system according to claim 1, the speaker, the feedforward microphone and the error microphone located in proximity to the speaker.

14. An audio player comprising a noise cancellation system according to claim 1.

15. A signal processing method for an ear-mountable playback device having a speaker, a feedforward microphone configured to predominantly sense ambient sound and an error microphone configured to sense ambient sound and sound being output from the speaker, wherein the feedforward microphone is coupled to the speaker via a filter chain, the filter chain comprising a series connection or parallel connection of a coarse filter and a fine filter, wherein the fine filter is formed of a set of sub-filters, each of the sub-filters has a predefined frequency range, and the predefined frequency range of each of the sub-filters together forms an effective overall frequency range of the fine filter, the method comprising calculating an error signal based on a first noise signal sensed by the feedforward microphone and on a second noise signal sensed by the error microphone; performing an adaptation of coarse filter parameters of the coarse filter based on the error signal; and performing a limited adaptation of fine filter parameters of each of the sub-filters based on the error signal, wherein limits of the limited adaptation comprise the predefined frequency ranges of the sub-filters and at least one of a gain limit and a Q factor limit.

16. The method according to claim 15, wherein the gain limit limits a gain range of the respective sub-filter, and the Q factor limit limits a Q factor range of the respective sub-filter.

17. The noise cancellation system according to claim 1, wherein the gain limit limits a gain range of the respective sub-filter, and the Q factor limit limits a Q factor range of the respective sub-filter.

Description

BRIEF DESCRIPTION OF THE DRAWINGS

[0051] The improved concept will be described in more detail in the following with the aid of drawings. Elements having the same or similar function bear the same reference numerals throughout the drawings. Hence their description is not necessarily repeated in following drawings.

[0052] In the drawings:

[0053] FIG. 1 shows a schematic view of a headphone;

[0054] FIG. 2 shows a block diagram of an example adaptive ANC system;

[0055] FIG. 3 shows an example representation of a “leaky” type earphone;

[0056] FIG. 4 shows an example headphone worn by a user with several sound paths from an ambient sound source;

[0057] FIG. 5 shows an example representation of an ANC enabled handset;

[0058] FIG. 6 shows an example implementation of a fine filter according to the improved concept;

[0059] FIG. 7 shows an example frequency diagram with several frequency ranges of sub-filters according to the improved concept;

[0060] FIG. 8 shows several example zero/pole diagrams; and

[0061] FIG. 9 shows a block diagram of a further example adaptive ANC system.

DETAILED DESCRIPTION

[0062] FIG. 1 shows a schematic view of an ANC enabled playback device in the form of a headphone HP that in this example is designed as an over-ear or circumaural headphone. Only a portion of the headphone HP is shown, corresponding to a single audio channel. However, extension to a stereo headphone will be apparent to the skilled reader for this and the following disclosure. The headphone HP comprises a housing HS carrying a speaker SP, a feedback noise microphone or error microphone FB_MIC and an ambient noise microphone or feedforward microphone FF_MIC. The error microphone FB_MIC is particularly directed or arranged such that it records both sound played over the speaker SP and ambient noise. Preferably the error microphone FB_MIC is arranged in close proximity to the speaker, for example close to an edge of the speaker SP or to the speaker's membrane, such that the speaker sound may be the predominant source for recording. The ambient noise/feedforward microphone FF_MIC is particularly directed or arranged such that it mainly records ambient noise from outside the headphone HP. Still, negligible portions of the speaker sound may reach the microphone FF_MIC.

[0063] In the embodiment of FIG. 1, a noise control processor SCP is located within the headphone HP for performing various kinds of signal processing operations, examples of which will be described within the disclosure below. The noise control processor SCP may also be placed outside the headphone HP, e.g. in an external device located in a mobile handset or phone or within a cable of the headphone HP.

[0064] FIG. 2 shows a block diagram of an example adaptive ANC system. The system comprises the error microphone FB_MIC and the feedforward microphone FF_MIC, both providing their output signals to the noise control processor SCP. A first noise signal n1 recorded with the feedforward microphone FF_MIC is further provided to a feedforward filter chain FF_CH for generating an anti-noise signal being output via the speaker SP. The filter chain FF_CH comprises a series connection of a coarse filter FF_C and a fine filter FF_F, which are both adaptable by the noise control processor SCP.

[0065] At the error microphone FB_MIC, the sound being output from the speaker SP combines with ambient noise and is recorded as a second noise signal n2 that includes the remaining portion of the ambient noise after ANC. The first and the second noise signals n1, n2 are used by the noise control processor SCP for calculating an error signal, which is then used for adjusting a filter response of the feedforward filter chain FF_CH, in particular by adjusting the coarse filter FF_C and the fine filter FF_F separately.

[0066] FIG. 3 shows an example representation of a “leaky” type earphone, i.e. an earphone featuring some acoustic leakage between the ambient environment and the ear canal EC. In particular, a sound path between the ambient environment and the ear canal EC exists, denoted as “acoustic leakage” in the drawing.

[0067] FIG. 4 shows an example configuration of a headphone HP worn by a user with several sound paths. The headphone HP shown in FIG. 4 stands as an example for any ear-mountable playback device of a noise cancellation enabled audio system and can e.g. include in-ear headphones or earphones, on-ear headphones or over-ear headphones. Instead of a headphone, the ear-mountable playback device could also be a mobile phone or a similar device.

[0068] The headphone HP in this example features a loudspeaker SP, a feedback noise microphone FB_MIC and a feedforward microphone FF_MIC, which e.g. is designed as a feedforward noise cancellation microphone. Internal processing details of the headphone HP are not shown here for reasons of better overview.

[0069] For example, the headphone HP has a front volume which is directly acoustically coupled to the ear canal volume of a user, the driver or speaker SP which faces into the front volume and a rear volume which surrounds the rear face of the driver SP. The rear volume may have a vent with an acoustic resistor to allow some pressure relief from the rear of the driver SP. The front volume may also have a vent with an acoustic resistor to allow some pressure relief at the front of the driver SP. An ear cushion may surround the front face of the driver SP and makes up part of the front volume.

[0070] In normal operation the headphone is placed on a user's head such that a complete or partial seal is made between the ear cushion and the user's head, thereby at least in part acoustically coupling the front volume to the ear canal volume.

[0071] In the configuration shown in FIG. 4, several sound paths exist, each of which can be represented by a respective acoustic response function or acoustic transfer function. For example, a first acoustic transfer function DFBM represents a sound path between the speaker SP and the feedback noise microphone FB_MIC, and may be called a driver-to-feedback response function. The first acoustic transfer function DFBM may include the response of the speaker SP itself. A second acoustic transfer function DE represents the acoustic sound path between the headphone's speaker SP, potentially including the response of the speaker SP itself, and a user's eardrum ED being exposed to the speaker SP, and may be called a driver-to-ear response function. A third acoustic transfer function AE represents the acoustic sound path between the ambient sound source and the eardrum ED through the user's ear canal EC, and may be called an ambient-to-ear response function. A fourth acoustic transfer function AFBM represents the acoustic sound path between the ambient sound source and the feedback noise microphone FB_MIC, and may be called an ambient-to-feedback response function.

[0072] A fifth acoustic transfer function AFFM represents the acoustic sound path between the ambient sound source and the feedforward microphone FF_MIC, and may be called an ambient-to-feedforward response function.

[0073] Response functions or transfer functions of the headphone HP, in particular between the microphones FB_MIC and FF_MIC and the speaker SP, can be used with a feedback filter function B and feedforward filter function F, which may be parameterized as noise cancellation filters during operation.

[0074] The headphone HP as an example of the ear-mountable playback device may be embodied with both the microphones FB_MIC and FF_MIC being active or enabled such that hybrid ANC can be performed, or as an FF ANC device, where only the feedforward microphone FF_MIC is active and the error or feedback noise microphone FB_MIC is not active for FB ANC purposes.

[0075] Any processing of the microphone signals or any signal transmission are left out in FIG. 4 for reasons of better overview. However, processing of the microphone signals in order to perform ANC may be implemented in a processor located within the headphone or other ear-mountable playback device or externally from the headphone in a dedicated processing unit. The processor or processing unit may be called a noise control processor. If the processing unit is integrated into the playback device, the playback device itself may form a noise cancellation enabled audio system. If processing is performed externally, the external device or processor together with the playback device may form the noise cancellation enabled audio system. For example, processing may be performed in a mobile device like a mobile phone or a mobile audio player, to which the headphone is connected with or without wires.

[0076] Referring now to FIG. 5, another example of a noise cancellation enabled audio system is presented. In this example implementation, the system is formed by a mobile device like a mobile phone MP that includes the playback device with speaker SP, error microphone FB_MIC, ambient noise or feedforward microphone FF_MIC and a noise control processor SCP for performing inter alia ANC and/or other signal processing during operation.

[0077] In a further implementation, not shown, a headphone HP, e.g. like that shown in FIG. 1 or FIG. 4, can be connected to the mobile phone MP wherein signals from the microphones FB_MIC, FF_MIC are transmitted from the headphone to the mobile phone MP, in particular the mobile phone's processor PROC for generating the audio signal to be played over the headphone's speaker. For example, depending on whether the headphone is connected to the mobile phone or not, ANC is performed with the internal components, i.e. speaker and microphones, of the mobile phone or with the speaker and microphones of the headphone, thereby using different sets of filter parameters in each case.

[0078] In the following, several implementations of the improved concept will be described in conjunction with specific use cases. It should however be apparent to the skilled person that details described for one implementation may still be applied to one or more of the other implementations.

[0079] Referring back to FIG. 2, the signal from the FF microphone FF_MIC is passed through the filter chain FF_CH formed by the coarse adaptive filter FF_C and through a constrained, high resolution adaptive fine filter FF_F.

[0080] The coarse filter FF_C can be made up of a number of biquads or second order IIR filters, which are seeded by matching the acoustic transfer function

[00002]$F=\frac{-\mathrm{AE}}{\mathrm{AFFM}.\mathrm{DE}}.$

[0081] For example, the coarse filter FF_C may be formed of 4 to 10 of such second order IIR filters, e.g. 6 to 8. The matching of the coarse adaptive filter FF_C to the acoustic transfer function is such that after adaption, its amplitude error is e.g. less than 1 dB and its phase error is less than 8 degrees in a designated FF ANC bandwidth.

[0082] The coarse filter may be adapted conventionally by adapting coefficients of the filter, or it may be adapted by adapting several parameters such as the gain and a low pass cut-off frequency. These parameters can then be converted into coefficients and written to the filter. The coarse filter could be adapted by implementing ams application EP 17189001.5, whereby a resultant coarse filter response is created by the interpolation of two or more parallel filters. In particular, the noise control processor SCP may be configured to interpolate between a high leak and a low leak filter depending on a leakage condition as detailed in the mentioned ams application.

[0083] Referring now to FIG. 6, a possible implementation of the fine filter FF_F is shown. The fine filter FF_F is formed of a set of sub-filters, which e.g. are connected serially. Each of the sub-filters BQ_1, BQ_2, . . . , BQ_N has a predefined frequency range, wherein the predefined frequency range of each of the sub-filters BQ_1, BQ_2, . . . , BQ_N at least partially overlaps with the predefined frequency range of at least one other sub-filter of the set of sub-filters. For example, the fine filter FF_F is formed of peak and/or notch stages, each represented by a single biquad or second order IIR filter, which e.g. are set to a last known good state. The set of sub-filters may comprise between six and twelve sub-filters, e.g. between eight and ten sub-filters. An effective overall frequency range of the fine filter FF_F may be from 80 Hz to 2000 Hz, e.g. from 80 Hz to 1000 Hz.

[0084] Referring now to FIG. 7, an overall frequency range of an example implementation of a fine filter FF_F with eight sub-filters is shown, formed by the single predefined frequency ranges of each of the sub-filters marked by a black box. It can be seen that in this example there is a 50% overlap of each sub-filter with a neighboring sub-filter with respect to the frequency range. However, a smaller or greater overlap is still possible.

[0085] Referring back to FIG. 2, the noise control processor SCP not only performs an adaptation of the coarse filter parameters of the coarse filter FF_C based on the error signal but also, e.g. subsequently, of the fine filter FF_F.

[0086] In particular, the noise control processor performs a limited adaptation of fine filter parameters of each of the sub-filters BQ_1, BQ_2, . . . , BQ_N based on the error signal. Limits of the limited adaptation comprise the predefined frequency ranges of the sub-filters and at least one of gain limit and a Q factor limit. For example, the sub-filters are implemented with peak and/or notch stages which are limited for example to have a maximum gain of +/−1 dB. This approximately results in a maximum gain factor of 1.26 and a minimum gain factor of 0.79. A Q factor may be limited to between 0.1 and 2, for example. A center frequency of each sub-filter may be limited to the predefined frequency range, for example. Therefore adaptation of the fine filter FF_F can either happen conventionally, for example with a filtered-u LMS algorithm to adapt the IIR coefficients with a check and limit on the resultant response of each sub-filter, or the LMS loop can adapt poles and zeros, again with a check and limit on the poles and zeros or the resultant response, or the LMS loop can adapt the fine filter parameters, i.e. gain, Q factor and frequency of each sub-filter within a set range for a predefined topology.

[0087] Setting limits on the gain, Q factor and frequency range, along with the fine topology and sub-filter shape, i.e. peak/notch, removes a substantial amount of redundancy in adaptation process, thereby reducing the risk of false nulls and/or slow adaptation. In contrast, a conventional adaptive filter would adapt coefficients without such a constrained topology such that each coefficient could represent a pole or zero in the entire complex space, thereby being less protected against instability issues.

[0088] In another embodiment the arrangement of sub-filters is the same, but the noise control processor SCP adapts the coefficient of each of the adaptive sub-filters, in particular separately, while placing equivalent constraints upon them for gain, Q factor, center frequency and shape.

[0089] This will be described in greater detail in the following. For example, given a desired gain factor in dB dBgain for a respective sub-filter, a center frequency f.sub.0 and a Q factor Q, filter coefficients of an associated second order IIR filter can be calculated, with F.sub.s being the sampling frequency and A and alpha being intermediate parameters. ω.sub.0 is the normalized center frequency.

[00003]$A=\sqrt{{10}^{\frac{\mathrm{dBgain}}{20}}}={10}^{\frac{\mathrm{dBgain}}{40}},\mathrm{alpha}=\frac{\sin \left({\omega }_0\right)}{2.Math.Q},{\omega }_0=2.Math.\pi .Math.\frac{f_0}{F_S}.$

[0090] Based on the above equations, the filter function of each sub-filter can be represented in the Laplace domain as

[00004]$H\left(s\right)=\frac{s^2+s.Math.\left(\frac{A}{Q}\right)+1}{s^2+\frac{s}{A.Math.Q}+1}$

or alternatively in the Z-domain as

[00005]$H\left(z\right)=\frac{b_0+b_1.Math.z^{-1}+b_2.Math.z^{-2}}{a_0+a_1.Math.z^{-1}+a_2.Math.z^{-2}}$

with the following parameters

[00006]$b_0=1+\mathrm{alpha}.Math.A{b}_1=-2.Math.\cos \left({\omega }_0\right)b_2=1-\mathrm{alpha}.Math.A{a}_0=1+\frac{\mathrm{alpha}}{A}{a}_1=-2.Math.\cos \left({\omega }_0\right)a_2=1-\frac{\mathrm{alpha}}{A}.$

[0091] Using this calculation approach the resulting filter shape will produce a peak if gains are >1 and a notch if gains are <1. Therefore, adapting the gain will inherently select a peak or notch filter. It should be apparent to the skilled reader that also a normalized approach with only five filter coefficients for each sub-filter can be derived from the explanations above. Constraining the sub filters to one shape ensures that each sub-filter itself will be stable. Alternatively, constraints placed directly on the poles and zeros or even the coefficients could also ensure a particular filter shape or that each sub-filter is stable.

[0092] Referring now to FIG. 8, imposing limits to the adaptive fine filter, notably its shape, gain range, Q factor range and frequency range substantially restricts the possible pole and zero positions to a very small range. A peak/notch filter stage with a minimum and maximum gain, Q factor and frequency can only have poles and zeros in a very small range. FIG. 8 shows the maximum range for pole and zero locations with these constraints. As there are 3 variables (gain, Q and frequency), there are 2.sup.3 extreme scenarios. As can be seen in FIG. 8, all of these lie within a very small area of the complex plane.

[0093] It can therefore be seen that both limiting an adaptive process to separately adapt a coarse filter FF_C and a fine filter FF_F and further limiting the fine filter FF_F as described substantially reduces the allowed variation in poles and zeros, making adaption run substantially faster and ensuring stability. Conventional adaptive algorithms adapt the coefficients and therefore need additional processes to ensure stability. Furthermore they can place a coefficient over a much wider range. Both of these result in slow adaption, and more importantly risk letting the adaption fall into a false null.

[0094] Referring now to FIG. 9, a block diagram of a further example adaptive ANC system is shown, which is based on the implementation shown in FIG. 2. In particular, in addition to the feedforward path with the filter chain FF_CH also an FB ANC is implemented employing a feedback noise filter FB_B coupling the error microphone FB_MIC to the speaker SP. Such a hybrid ANC approach in conjunction with the adaptive filter chain FF_CH may achieve an ANC performance of about 60 dB.