The present invention will now be described in more detail with reference to the accompanying drawings, in which:
The following exemplary embodiments described in more detail constitute preferred embodiments of the present invention.
According to
According to step S2 the amplifications or amplification curves which are to be implemented in the hearing aid are calculated from the loudness scaling or the audiogram. For this purpose prescriptive adaptation formulae are used which, for example, are known by the names NAL-NL1, DSL-I/O. Company-specific formulae as well as a loudness normalization may also be used for the amplification calculation. Ultimately an amplification curve or a family of amplification curves is obtained for the lower frequency range [0-fb Hz]. The base limit frequency fb lies, for example, at 6 kHz.
For the upper frequency range [fb-fg Hz] where fg is for example 12 kHz, what is known as an open-loop gain measurement (OLG measurement) is now carried out according to step S3. This OLG measurement can also be extended to the lower frequency range. For the OLG measurement the signal path of the hearing aid is interrupted for example, test sounds of various frequencies are digitally generated in the hearing aid, output via the hearing aid earpiece and the digital level of the signal again received by the hearing aid microphone(s) determined upstream of the interruption point. The difference from the original digital level of the test stimulus is the open-loop gain (OLG) with the aid of which the maximum possible amplification without feedback whistling (feedback limit) may be quantified. This determination of the maximum amplification corresponding to step S4 takes place for each frequency or each desired frequency band in the high frequency range [fb-fg]. A certain spacing [feedback reserve, preferably 6-12 dB] is advantageously maintained from the feedback limit to avoid feedback whistling even in the event of slight changes in the feedback path in everyday life.
The reduction in feedback susceptibility is optionally reduced by notch filters or other narrow band filters. Alternatively or additionally feedback reductive algorithms, such as oscillation detection and adaptive notch filters or feedback compensators, can be used. In each case the amplification range may be expanded hereby.
While taking account of the feedback limit (maximum amplification) and the feedback reserve a plurality of optional amplification curves are determined in step S5. For example the amplification curves consist of the maximum possible amplification in the upper frequency range Gmax (f) and reduced amplifications, derived therefrom, in the desired number. Percentage reduced curves for example, such as 75% Gmax (f), 50% Gmax (f), etc., may thus be provided. The amplification in the high-frequency range can be exactly adjusted using a plurality of bands, in particular by using a filter bank. Explicitly no prescriptive or loudness-based adjustment methods are therefore used in the high-frequency range.
The amplification curves from the low-frequency and high-frequency ranges would, as a rule, merge discontinuously. Smoothing of the discontinuous transition of the amplification stages is therefore carried out from the base frequency range to the high frequency range at f=fb according to step S6. Smoothing takes place for example by weighted addition within a frequency band [f1-f2], where f1<fb and f2>fb. In a specific example the following could apply: fb=6 kHz, f1=4 kHz and f2=8 kHz. A continuous amplification curve is therefore obtained for all amplification curves in the entire frequency range [0-fg].
In step S7 the hearing aid wearer chooses a variant that is suited to him or her from the whole family of amplification curves. For this purpose he is presented with sound examples or he can make the selection using the everyday acoustic environment. In both cases hearing situations, such as music, speech or the like, can be used (cf. step S8).
If the hearing aid wearer comes to the conclusion that the amplification in the high-frequency range is not suited to him or her, the amplification in the high-frequency range is varied according to step S5. The amplification curves of high-frequency and low-frequency ranges are subsequently smoothed again in step S6 and the hearing aid wearer can then evaluate the newly obtained amplification curve again in step S7.
If, finally, an amplification curve is okay for the hearing aid wearer this amplification curve is permanently implemented in the hearing aid. However, following selection of the amplification curve another automatic amplification increase may optionally also take place with time. The hearing aid wearer may thus gradually adjust, i.e. acclimatize, to the new hearing impression.
The above-mentioned smoothing or adjustment of the amplification curves in the high-frequency range and the low-frequency range can be described in more detail with reference to
In the higher frequency range from about 6 kHz the amplification is fixed according to a different adjustment method. For example the high-frequency fractions should be constantly amplified according to curve 5. Since the maximum amplification curve 4 intersects with the target curve 1 at about 4 kHz and with the amplification curve 5 at about 8 kHz, amplification for loud levels is limited to the maximum amplification in the range between 4 and 8 kHz. For medium and quiet levels interpolations are carried out in the range between 4 and 6 kHz which connect the amplification curve 5 or the maximum amplification curve 4 at about 6 kHz to the target amplification curve 2 or the target amplification curve 3 at 4 kHz. This results in the interpolation sections 6 and 7. A smooth transition from the respective amplification curve 1, 23 in the low-frequency range to the amplification curve 5 in the high-frequency range may thus be ensured.
Amplification in the high-frequency range can be varied according to arrow 8. An amplification curve 9 in the high-frequency range can, for example, equally be selected thereby. In this case this curve 9 is not obtained by division of the maximum amplification curve 4 by a constant factor according to the above-mentioned example either, rather the example of
Number | Date | Country | Kind |
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10 2006 019 694.5 | Apr 2006 | DE | national |