Abstract

Computer modeling in acoustics allows for the prediction of acoustical defects and the evaluation of potential remediations. In this article, computer modeling is applied to the case of a barrel-vaulted sanctuary whose architectural design and construction led to severe flutter echoes along the main aisle, which was later mitigated through acoustical remediations. State-of-the-art geometrical acoustics and wave-based simulations are carried out to analyze the acoustics of this space, with a particular focus on the flutter echoes along the main aisle, before and after remediations. Multi-resolution wavelet and spectrogram analyses are carried out to isolate and characterize flutter echoes within measurements and computer-simulated room impulse responses. Comparisons of simulated responses to measurements are also made in terms of decay times and curves. Simulated room impulse responses from both geometrical acoustics and wave-based methods show evidence of flutter echoes matching measurements, to varying degrees. Time-frequency analyses isolating flutter echoes demonstrate better matches to measurements from wave-based simulated responses, at the cost of longer simulation times than geometrical acoustics simulations. This case study highlights the importance of computer modeling of acoustics in early design phases of architectural planning of worship spaces.

Highlights

  • Computer modeling has been used in the field of room acoustics to predict and analyze the acoustics of spaces for over fifty years [1,2]

  • This study aims to make use of geometrical acoustics (GA) and wave-based acoustic computer modeling in the study of acoustics of the sanctuary of Christ the King (CTK) Charismatic Episcopal Church of New Paltz, NY

  • This article investigated the acoustics of a barrel-vaulted sanctuary with a significant flutter echo along the aisle, and its later acoustical remediation

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Summary

Introduction

Computer modeling has been used in the field of room acoustics to predict and analyze the acoustics of spaces for over fifty years [1,2]. Computer modeling in acoustics has been based on geometrical acoustics (GA) [3] with its associated ray-tracing and image-source algorithms [1,4] and its various extensions to include diffraction (for an overview of methods, see [5]). Wave-based methods—such as, e.g., finite-element [8], finite-difference [9,10,11,12], and boundaryelement methods [13]—offer another avenue to make use of computers in acoustical modeling [14]. Wave-based methods are, in theory, valid for the entire range of audible frequencies and capture all instances of diffraction, but this comes at the cost of higher compute requirements. Computer memory storage requirements in wave-based methods generally scale with the cube of the frequency (in three spatial dimensions), and the number of floating-point calculations required

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