Low-complexity adjustable filter group used for digital hearing aid and working method of Low-complexity adjustable filter group
A low-complexity, filter bank technology, applied in hearing aids, electrical components, etc., can solve problems such as insufficient efficient and effective design, time extension, and low complexity of filter banks
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example 1
[0211] Example 1. Mild hearing loss at high frequencies
[0212] Patients with this type of hearing loss cannot hear r s's, z's, th's, v's, and other high-frequency unvoiced consonants. Fig. 7 (a) has provided the hearing acuity diagram, and the present invention compensates the right ear hearing threshold value (represented by 'O') accordingly. The slope of the threshold curve is larger in the middle frequency range region, so the present invention places more subbands in this region. Wider subbands can be used in the low frequency region due to better hearing in the low frequency region. The decomposition plans of areas 1, 2, and 3 are decomposition state 1, decomposition state 3, and decomposition state 2, respectively. A total of 7 subbands are generated. The magnitude response of this filter bank is given in Fig. 7(b).
example 2
[0213] Example 2. Mild hearing loss in all frequency bands
[0214]The hearing-impaired patient with the audiogram of Figure 8(a) can understand conversations at a distance of 1 to 2 meters, which is significantly smaller than that of a person with normal hearing (a person with normal hearing can understand the conversation at a distance of up to 12 meters). The hearing threshold curve has higher fluctuations in the low frequency region than in the middle and high frequency regions. So consider placing more subbands at low frequencies. The decomposition plans for areas 1, 2, and 3 are decomposition state 3, decomposition state 2, and decomposition state 1, respectively. Figure 8(b) shows the magnitude response of this filter bank.
[0215] The filter bank is generated by an F(z) of length 81 and H(z) of length 69. Since they are both linear phase filters, 76 different coefficients are required to generate 21 different subbands. Table 2 shows the comparison of the complexi...
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