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    KCI등재 SCOPUS SCIE

    A low-complexity 3-level filter bank design for effective restoration of audibility in digital hearing aids

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    https://www.riss.kr/link?id=A107148696

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    A low-complexity method for sub-band decomposition of audio signals in digital hearing aids for audibility restoration applications is described in this paper. This 3-level filter bank is capable of generating an array of 4, 8, and 16 sub-filters from a single finite impulse response filter. The prototype low pass filter is accomplished using the Parks McClellan algorithm with a minimal number of 28 multipliers. Fractional interpolation technique is utilized to generate more number of sub-bands with narrow bandwidth from the prototype filter. This filter bank can be used for patients with any degree of hearing impairment to compensate his audiogram. The selection of filter bank is based on the rate of change of impairment recorded in the audiogram. Apart from reduced complexity, the developed filter bank has the advantage of requiring only minimal hardware, which makes the implementation of cost-effective hearing aids a reality.
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    A low-complexity method for sub-band decomposition of audio signals in digital hearing aids for audibility restoration applications is described in this paper. This 3-level filter bank is capable of generating an array of 4, 8, and 16 sub-filters from...

    A low-complexity method for sub-band decomposition of audio signals in digital hearing aids for audibility restoration applications is described in this paper. This 3-level filter bank is capable of generating an array of 4, 8, and 16 sub-filters from a single finite impulse response filter. The prototype low pass filter is accomplished using the Parks McClellan algorithm with a minimal number of 28 multipliers. Fractional interpolation technique is utilized to generate more number of sub-bands with narrow bandwidth from the prototype filter. This filter bank can be used for patients with any degree of hearing impairment to compensate his audiogram. The selection of filter bank is based on the rate of change of impairment recorded in the audiogram. Apart from reduced complexity, the developed filter bank has the advantage of requiring only minimal hardware, which makes the implementation of cost-effective hearing aids a reality.

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    참고문헌 (Reference)

    1 "World Health Organization"

    2 Deng T-B, "Three-channel variable filter-bank for digital hearing aids" 4 (4): 181-196, 2010

    3 Vogel DA, "The clinical audiogram : its history and current use" 1 (1): 81-94, 2007

    4 Vaidyanathan PP, "Multirate systems and filter banks" Pearson Education India 2006

    5 Haridas N, "Efficient variable bandwidth filters for digital hearing aid using farrow structure" 7 (7): 255-262, 2016

    6 Kalathil S, "Efficient design of non-uniform cosine modulated filter banks for digital hearing aids" 69 (69): 1314-1320, 2015

    7 Oppenheim AV, "Discrete-time signal processing" Pearson Education India 1999

    8 Mitra SK, "Digital signal processing: a computer-based approach, vol. 2" McGraw-Hill 2006

    9 Wei Y, "Design of low complexity adjustable filter bank for personalized hearing aid solutions" 23 (23): 923-931, 2015

    10 Vellaisamy S, "Design of hardware-efficient digital hearing aids using non-uniform MDFT filter banks" 12 (12): 1429-1436, 2018

    1 "World Health Organization"

    2 Deng T-B, "Three-channel variable filter-bank for digital hearing aids" 4 (4): 181-196, 2010

    3 Vogel DA, "The clinical audiogram : its history and current use" 1 (1): 81-94, 2007

    4 Vaidyanathan PP, "Multirate systems and filter banks" Pearson Education India 2006

    5 Haridas N, "Efficient variable bandwidth filters for digital hearing aid using farrow structure" 7 (7): 255-262, 2016

    6 Kalathil S, "Efficient design of non-uniform cosine modulated filter banks for digital hearing aids" 69 (69): 1314-1320, 2015

    7 Oppenheim AV, "Discrete-time signal processing" Pearson Education India 1999

    8 Mitra SK, "Digital signal processing: a computer-based approach, vol. 2" McGraw-Hill 2006

    9 Wei Y, "Design of low complexity adjustable filter bank for personalized hearing aid solutions" 23 (23): 923-931, 2015

    10 Vellaisamy S, "Design of hardware-efficient digital hearing aids using non-uniform MDFT filter banks" 12 (12): 1429-1436, 2018

    11 Manuel M, "Design of frequency response masking FIR filter in the canonic signed digit space using modified artificial bee colony algorithm" 26 (26): 660-668, 2013

    12 Amir A, "Design and implementation of reconfigurable filter bank structure for low complexity hearing aids using 2-level sound wave decomposition" 43 : 96-109, 2018

    13 Kuo Y-T, "Design and implementation of low-power ANSI S1. 11 filter bank for digital hearing aids" 57 (57): 1684-1696, 2009

    14 "Consumer resource for hearing aids"

    15 Walker JJ, "Audiometry screening and interpretation" 87 (87): 41-47, 2013

    16 Wei Y, "A reconfigurable digital filterbank for hearing-aid systems with a variety of sound wave decomposition plans" 60 (60): 1628-1635, 2013

    17 Levitt H, "A historical perspective on digital hearing aids : how digital technology has changed modern hearing aids" 11 (11): 7-24, 2007

    18 McClellan J, "A computer program for designing optimum FIR linear phase digital filters" 21 (21): 506-526, 1973

    19 Lian Y, "A computationally efficient nonuniform FIR digital filter bank for hearing aids" 52 (52): 2754-2762, 2005

    20 Devis T, "A 17-band non-uniform interpolated FIR filter bank for digital hearing aid" IEEE 0452-0456, 2018

    21 Elias E, "A 16-band reconfigurable hearing aid using variable bandwidth filters" 14 (14): 1-7, 2014

    22 Liu C-W, "10-ms 18-band quasi-ANSI S1. 11 1/3-octave filter bank for digital hearing aids" 60 (60): 638-649, 2012

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    학술지 이력

    학술지 이력
    연월일 이력구분 이력상세 등재구분
    2023 평가 해외DB학술지평가 신청대상 (해외등재 학술지 평가)
    2020-01-01 등재 등재학술지 유지 (해외등재 학술지 평가) KCI등재
    2013-10-01 등재 등재학술지 선정 (기타) KCI등재
    2010-01-01 등재 SCOPUS 등재 (기타) KCI등재후보
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    학술지 인용정보

    학술지 인용정보
    기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
    2016 0.19 0.19 0.16
    KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
    0.14 0.16 0.379 0.21
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