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基于ERB尺度的心理声学模型及其数值计算 被引量:6

Psychoacoustical roughness model and calculation method based on ERB-scale
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摘要 粗糙度是评价声音幅度变化的一个基本的心理声学参数。针对人耳基底膜的滤波特性,提出了一种基于等效矩形带宽(ERB)的心理声学粗糙度模型。模型通过划分ERB尺度为75个滤波通道,计算幅度调制信号的广义调制指数,然后通过加权滤波并求和得到总的粗糙度。数值计算结果验证了模型对于幅度调制信号粗糙度计算的准确性,并且对于诸如调频信号、未调制信号等非幅度调制信号,模型的计算结果也有较好的一致性。特别是对于非调制信号,模型的计算结果与主观低粗糙感对应良好。 As a basic psychoacoustic parameter,roughness is used to evaluate amplitude variations.According to filter characters of basilar membrane,roughness model is proposed based on equivalent rectangular bandwidth(ERB).By setting 75 filter channels on the ERB-scale,generalized modulation depth is calculated,weighted,filtered and summed to get the overall roughness.Numerical calculation results verify the validity of the model for calculating amplitude modulation signal's roughness.The proposed model also behaves better coherence to jury test data while being used for non amplitude modulation signals such as frequency modulation signal and unmodulated signals.Especially for unmodulated signals,the model ensures a correct calculated roughness in accordance with the subjectively sensed low roughness.
作者 张伟豪 许枫
出处 《声学技术》 CSCD 2011年第2期161-166,共6页 Technical Acoustics
关键词 心理声学 粗糙度 等效矩形带宽(ERB) 广义调制指数 psychoacoustics roughness equivalent rectangular bandwidth(ERB) generalized modulation depth
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参考文献10

  • 1Tsuge K,Kanamaru K.A study of noise in vehicle passenger compartment during acceleration[R].Proceeding of the 1985 SAE Noise and Vibration Conference,SAE850965.
  • 2Helmholtz H.Die lehre von den touempfindungen(The principle of tone perception)[D].Wissentschaftliche Buchgesellschaft,Darmstadt,unveramderte Auflage,1968,7.
  • 3Aurcs W.Ein Berechnungsverfahren der Rauhigkeit(A Procedure for Calculating Auditory Roughness)[J].Acustica,1985,58(5):268-281.
  • 4Zwicker E,Fastl H.Psychoacoustics:Facts and Models[M].Third edition,Germany:Spring-Verlag Berlin Heidelberg,2007.
  • 5Sottek R.Modelle zur Signalverarbeitung im menschlichen Gehor(Models of signal processing in human hearing)[D].Dissertation,RWTH Aachen,Germany,1993.
  • 6Moore B C J,Glasberg B R,Baer T A model for the prediction of thresholds,loudness and partial loudness[J].Journal Audio Eng.Soc.,1997,45(4):224-237.
  • 7ANSI S3.4-2005,Procedure for the Computation of Loudness of Steady Sounds[S].
  • 8马元锋,陈克安,王娜.Moore响度模型的数值计算方法[J].声学技术,2008,27(3):390-395. 被引量:18
  • 9Aures W.Berechnungsverfahren fur den Wohlklang beliebiger Schallsignale,ein Beitrag zur gehorbezogenen Schallanalyse[D].PhD thesis,TU München,1984.
  • 10Kemp S.Roughness of frequency-modulated tones[J].Aenstica-Acta Acustica,1982,50(2):113-123.

二级参考文献9

  • 1Moore B C J, Glasberg B R, Thomas Baer. A model for the prediction of thresholds, loudness, and partial loudness[J]. Acoust. Soc. Am., 1997, 45(4): 224-239.
  • 2Moore B C J, Glasberg B R. A Revision of zwicker's loudness model[J].Acoustica, 1996, 82: 335-345.
  • 3Glasberg B R, Moore B C J, Prediction of absolute thresholds and equal-loudness contours using a modified loudness model[J]. Acoust. Soc. Am., 2006, 120(2): 585-588.
  • 4Yoiti Suzuki, Hisashi Takeshima. Equal-loudness-level contours for pure tones[J]. Acoust. Soc. Am., 2004, 116(2): 918-933.
  • 5Fletcher H, Munson W A. Loudness, Its definition, measurement and calculation[J]. Acoust. Soc. Am, 1933, 5: 82-108.
  • 6Beranek L L, Marshall J L, Cudworth A L. Calculation and measurement of the loudness of sounds[J]. Acoust. Soc. Am., 1951, 23(3): 261-269.
  • 7Stevens S S. Calculation of the loudness of complex noise[J]. Aconst. Soc. Am, 1956, 28(5): 807-832.
  • 8Zwicker E, Fastl H. Psychoacoustics: Facts and models. Second updated edition[M]. Germany:. Spring-Verlag Berlin Heidelberg. 1999. 204-237.
  • 9ISO 532-1975. Acoustics-Method for calculating loudn-ess level [ S ].

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