Audio Compression using Munich and Cambridge Filters for Audio Coding with Morlet Wavelet

α
S.China Venkateswarlu
S.China Venkateswarlu
σ
V.Sridhar
V.Sridhar
ρ
A.Subba Rami Reddy
A.Subba Rami Reddy
Ѡ
K.Satya Prasad
K.Satya Prasad
α Adama Science and Technology University

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Audio Compression using Munich and Cambridge Filters for Audio Coding with Morlet Wavelet

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Abstract

The main aim of work is to develop morlet wavelet using Munich and Cambridge filters, for audio compression and most psycho-acoustic models for coding applications use a uniform -equal bandwidth, spectral decomposition for compression. In this paper we present a new design of a psycho-acoustic model for audio coding following the model used in the standard MPEG-1 audio layer 3. This architecture is based on appropriate wavelet packet decomposition instead of a short term Fourier transformation. To fulfill this aim, the following objectives are carried out: Approximate the frequency selectivity of the human auditory system. However, the equal filter properties of the uniform sub-bands do not match the non uniform characteristics of cochlear filters and reduce the precision of psycho-acoustic modeling. This architecture is based on appropriate wavelet packet decomposition instead of a short term Fourier transformation. In this paper Morlet Munich coder shows best performance. The MPEG/Audio is a standard for both transmitting and recording compressed ratio. The MPEG algorithm achieves compression by exploiting the perceptual limitation of the human ear.

References

12 Cites in Article
  1. (1999). Information technology -Coding of moving picture and associated audio for digital storage media at up to about 1.5Mbits/s Part3: Audio.
  2. G Hernandez,M Mendoza,B Reusch,L Salinas (2004). Shiftability and filter bank design using Morlet wavelet.
  3. D Sinha,A Tewfik (1993). Low Bitrate Transparent Audio Compression using adapted wavelets.
  4. B Carnero,A Drygajlo (1999). Perceptual speech coding and enhancement using frame-synchronized fast wavelet packet transform algorithms.
  5. Ingrid Daubechies (1992). Ten Lectures on Wavelets.
  6. J Smithiii,J Abel (1999). Bark and ERB Bilinear transforms.
  7. W Chang,C Wang (1996). Auditory patterns.
  8. E Zwicker,E Terhardt (1980). Analytical expressions for critical-band rate and critical bandwidth as a function of frequency.
  9. C Wang,Y Tong (2004). An improved critical-band transform processor for speech applications.
  10. G Davidson,L Fielder,M Antill (1990). High-quality audio transform coding at 128 kbits/s.
  11. F Baumgarte (2001). A computationally efficient cochlear filter bank for perceptual audio coding storage.
  12. H Fletcher (1940). Auditory patterns.

Funding

No external funding was declared for this work.

Conflict of Interest

The authors declare no conflict of interest.

Ethical Approval

No ethics committee approval was required for this article type.

Data Availability

Not applicable for this article.

How to Cite This Article

S.China Venkateswarlu. 1970. \u201cAudio Compression using Munich and Cambridge Filters for Audio Coding with Morlet Wavelet\u201d. Global Journal of Computer Science and Technology - C: Software & Data Engineering GJCST-C Volume 13 (GJCST Volume 13 Issue C5): .

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GJCST Volume 13 Issue C5
Pg. 25- 31
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Crossref Journal DOI 10.17406/gjcst

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e-ISSN 0975-4172

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The main aim of work is to develop morlet wavelet using Munich and Cambridge filters, for audio compression and most psycho-acoustic models for coding applications use a uniform -equal bandwidth, spectral decomposition for compression. In this paper we present a new design of a psycho-acoustic model for audio coding following the model used in the standard MPEG-1 audio layer 3. This architecture is based on appropriate wavelet packet decomposition instead of a short term Fourier transformation. To fulfill this aim, the following objectives are carried out: Approximate the frequency selectivity of the human auditory system. However, the equal filter properties of the uniform sub-bands do not match the non uniform characteristics of cochlear filters and reduce the precision of psycho-acoustic modeling. This architecture is based on appropriate wavelet packet decomposition instead of a short term Fourier transformation. In this paper Morlet Munich coder shows best performance. The MPEG/Audio is a standard for both transmitting and recording compressed ratio. The MPEG algorithm achieves compression by exploiting the perceptual limitation of the human ear.

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Audio Compression using Munich and Cambridge Filters for Audio Coding with Morlet Wavelet

S.China Venkateswarlu
S.China Venkateswarlu Adama Science and Technology University
V.Sridhar
V.Sridhar
A.Subba Rami Reddy
A.Subba Rami Reddy
K.Satya Prasad
K.Satya Prasad

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