Czasopismo
2001
|
Vol. 26, no. 3
|
185-201
Tytuł artykułu
Autorzy
Wybrane pełne teksty z tego czasopisma
Warianty tytułu
Języki publikacji
Abstrakty
The aim of this paper is first to review the best known reverberation time formulae and then to show that the reverberation time cannot be thereby predicted accurately in cases mostly encountered in practice, where the sound field is not diffuse. Introducing a correction to Fitzroy's formula allows better prediction of the reverberation time in the case of non-uniformly distributed sound absorption. Comparison of calculation results obtained on both the basis of classical equations and the new time reverberation formula introduced is shown. In addition, the results obtained by measuring reverberation conditions in situ and those predicted for the same enclosure are compared and conclusions drawn.
Słowa kluczowe
Czasopismo
Rocznik
Tom
Strony
185-201
Opis fizyczny
Bibliogr. 44 poz., rys., tab.
Twórcy
autor
- Consulting Bureau, Ingolstadt, Germany
autor
- Technical University of Gda«sk Faculty of Electronics, Telecommunications and Informatics Sound & Vision Engineering Department
Bibliografia
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- [17] B. Kostek, Soft computing in acoustics, applications of neural networks, fuzzy logic and rough sets to musical acoustics, Studies in Fuzziness and Soft Computing, Physica Verlag, Heidelberg, New York 1999.
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- [23] Memorandum to CEN/TC 126/WG2, Possibilities to improve the estimation of reverberation time in rooms, TNO Institute of Applied Physics, Netherlands, HAG-MEMO-990076, 1-8 (1999).
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- [25] R.O. Neubauer, Prediction of reverberation time in rectangular rooms with a modified Fitzroy equation, ISSEM'99, Proc. 8th International Symposium on Sound Engineering and Mastering, A. Czyżewski, B. Kostek [Eds.], 115-122, Gdańsk 1999.
- [26] R.O. Neubauer, Classroom acoustics Do existing reverberation time formulae provide reliable values?, 17th International. Congress Acoust., Italy, Rome 2001.
- [27] M. Niemas, Z. Engel and J. Sadowski, Acoustic issues of sacral structures, Archives of Acoustics, 23, 1, 87-104 (1998).
- [28] E. Nilsson, Decay process in rooms with non-difuse sound fields, Report TVBA-1004, Lund Institute of Technology, Depart. of Eng. Acoustics (1992).
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- [31] W.C. Sabine, Collected papers on acoustics, University Press Harvard, (1922); Reprinted by Dover, New York 1964.
- [32] J. Sadowski, Akustyka architektoniczna [in Polish], Arkady, Warszawa 1971.
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- [36] K. Schuster and E. Waetzmann, Über den Nachhall in geschlossenen Räumen, Ann. d. Physik, 1 (1929), 671; also Textbook by Muller-Pouillet, on Acoustics Chapter VII, 456-460.
- [37] W.H. Sette, A new reverberation time formula, J. Acoust. Soc. Amer., 4, 193-210 (1933).
- [38] G.A. Souloudre and J.S. Bradley, Subjective evaluation of new room acoustic measures, J. Acoust. Soc. Amer., 98, 1 (1995).
- [39] K. Srodecki, Evaluation of the reverberation decay quality in rooms using the autocorrelation function and the cepstrum analysis, Acustica, 80, 3, 216-225 (1994).
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- [41] M. Tohyama and A. Suzuki, Reverberation time in an almost-two-dimensional difiuse field,
- J. Sound Vib., 111, 3, 391-398 (1986).
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- Int. Conf., Copenhagen, Denmark 1998.
- [43] S. Weyna, An image of the energetic acoustic field in reduced parallelepiped room models, Acustica - Acta Acustica, 82, 1, 72 81 (1996).
- [44] R.W. Young, Sabine reverberation equation and sound power calculations, J. Acoust. Soc. Amer., 31, 7, 912-921 (1959).
Typ dokumentu
Bibliografia
Identyfikatory
Identyfikator YADDA
bwmeta1.element.baztech-article-BAT3-0005-0018