Iterative inverse filter relaxation algorithm for adaptation to acoustic fluctuation in sound reproduction system

Electronics and Communications in Japan, Part III: Fundamental Electronic Science (English translation of Denshi Tsushin Gakkai Ronbunshi)

Volumn 87, Issue 7, 2004, Pages 15-26

  Nagata, Yu ^a   Tatekura, Yosuke ^a   Saruwatari, Hiroshi ^a   Shikano, Kiyohiro ^a  

^a NARA INSTITUTE OF SCIENCE AND TECHNOLOGY   (Japan)

Author keywords

Adaptability; Inverse filter design; Iterative algorithm; Relaxation of inverse filter; Sound reproduction

Indexed keywords

ACOUSTIC NOISE; ALGORITHMS; COMPUTER SIMULATION; ITERATIVE METHODS; MICROPHONES; SIGNAL FILTERING AND PREDICTION;

ADAPTABILITY; INVERSE FILTER; ITERACTIVE ALGORITHMS; RELAXATION ALGORITHMS;

SOUND REPRODUCTION;

EID: 1942421600     PISSN: 10420967     EISSN: None     Source Type: Journal    
DOI: 10.1002/ecjc.10159     Document Type: Article

References (21)

1. Neely ST, Allen JB. Invertibility of a room impulse response. J Acoust Soc Am 1979;66:165-169.
2. Hikichi T, Itakura F. Time variation of room acoustic transfer functions and its effects on a multi-microphone dereverberation approach. Workshop on Microphone Arrays: Theory, Design & Application, CAIP, 1994.
3. Tatekura Y, Saruwatari H, Shikano K. Sound reproduction system including adaptive conmensation of temperature fluctuation effect for broadband sound control. IEICE Trans Fundam 2002;E85-A:1851-1860.
4. Nelson PA, Hamada H, Elliott SJ. Adaptive inverse filters for stereophonic sound reproduction. IEEE Trans Signal Process 1992;40:1621-1632.
5. Tihonov AN. Solution of incorrectly formulated problems and the regularization method. Sovieth Math 1963;4:1035-1038.
6. Hansen PC. Computation of the singular value expansion. Computing 1988;40:185-199.
7. Miyoshi M, Kaneda Y. Inverse filtering of room acoustics. IEEE Trans Acoust Speech Signal Process 1988;36:145-152.
8. Oppenheim AV, Schafer RW. Digital signal processing (I). Corona Press; 1978. p 107-111.
9. Kaminuma M, Ise S, Shikano K. A method of an inverse filter design for multi-channel sound reproduction system using minimum-norm-solution in the frequency domain. J Acoust Soc Japan 2001;57:175-183.
10. Schroeder MR, Atal BS. Computer simulation of sound transmission in rooms. IEEE Int Conv Rec 1963;2:150-155.
11. Kanai H. Spectral analysis of sounds and vibrations. Corona Press; 1999. p 36-62.
12. Furumi Y, Hokari H, Shimada M. Studies of speaker arrangement for stereoscopic sound image reproduction. Trans IEICE 2000;J83-A:920-923.
13. Yanai H, Takeuchi S. The projection matrix and general inverse matrix, and singular value decomposition. University of Tokyo Press; 1983. p 49-68.
14. Tokuno H, Kirkeby O, Nelson PA, Hamada H. Inverse filter of sound reproduction system using regularization. IEICE Trans Fundam 1997;E80-A:809-820.
15. Hamada H, Tokuno H, Kirkeby O, Nelson PA. Studies of a new sound reproduction system (stereo dipole). Tech Rep IEICE 1996;EA1996-2.
16. Aoshima N. Computer-generated pulse signal applied for sound measurement. J Acoust Soc Am 1981;69:1484-1488.
17. Suzuki Y, Asano F, Sone T. Simulation of the transfer function in an acoustic system (Part 2). J Acoust 1989;45:44-50.
18. Musha T, Okamoto Y. Inverse problems and their solutions. Ohm Press; 1992. p 145.
19. Nelson PA, Elliott SJ. Active control of sound. Academic Press; 1992.
20. Kaminuma M, Ise S, Shikano K. A multi-channel sound reproduction system taking account of the head motion of the listener. Trans Japan Virtual Soc 2000;5:957-964.
21. Abe K, Asano F, Suzuki Y, Sone T. Sound field reproduction by controlling the transfer functions from the source to multiple points in close proximity. IEICE Trans Fundam 1997;E80-A:574-581.