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Concave Surfaces and Acoustics of Performance Spaces Part II - Wave Analysis

机译:凹面和声学的性能空间部分II - 波分析

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Conventional wisdom states that having concave surfaces as the envelope of any occupied space does not produce good sound. The focussing effect of concave surfaces can cause high sound pressure levels, coloration, and echoes. However, throughout history there have been many enclosed rooms with large curved surfaces as envelopes that seem to produce good acoustics. Recent research suggested that wave analysis must be undertaken to establish the impact of concave surfaces. In contrast to Part I of the current investigation, evaluation of the sound pressure level distribution, in rooms with concave surfaces, was performed by solving the governing wave equation. The main reason is that the image-ray theory is valid only at frequencies greater than the Schroeder cut-off frequency. The wave theory is used for frequencies lower than 100 Hz. Finite element modelling was applied to solve for the sound pressure level distribution within rooms with concave surfaces. Three spaces, the Paul Cocker Gallery in Ryerson University, Toronto, St. Pauls Anglican Church in Toronto and Wigmore Hall in London were investigated in this study. The results for three low frequencies (25 Hz, 50 Hz and 100 Hz) as well as their combination will be presented in this paper.
机译:传统的智慧状态,具有凹面的表面作为任何占用空间的包络不会产生良好的声音。凹面的聚焦效果可能导致高声压水平,着色和回波。然而,在整个历史中,已经有许多封闭式房间,具有大型弯曲表面,似乎产生良好的声学。最近的研究表明,必须进行波分析,以建立凹面曲面的影响。与当前调查的第I部分相反,通过求解控制波方程来执行具有凹面的房间的声压水平分布的评估。主要原因是图像射线理论仅在大于施罗德截止频率的频率下有效。波理论用于低于100Hz的频率。应用有限元建模用于解决具有凹面的房间内的声压级分布。 The Ryerson University的Paul Cocker画廊三个空间,在多伦多和伦敦的Wigmore Hall的St. Pauls Anglican Church教堂进行了调查。本文将介绍三种低频(25Hz,50 Hz和100Hz)以及它们的组合的结果。

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