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Musical Instruments: Acoustics and Vibration II

A special issue of Applied Sciences (ISSN 2076-3417). This special issue belongs to the section "Acoustics and Vibrations".

Deadline for manuscript submissions: closed (31 May 2021) | Viewed by 3165

Special Issue Editor


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Guest Editor
Department of Architecture, University of Bologna, 40126 Bologna, Italy
Interests: acoustics; room acoustics; musical acoustics; emulation of nonlinear acoustic systems; 3D auralisation; multiple arrays in 3D acoustic measurements; noise barriers
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Special Issue Information

Dear Colleagues,

The sound and vibration of musical instruments has gathered great attention among scientists, musicians, and artists since the early knowledge of physics, dating back 2500 years. Several important international institutions and museums are collecting musical instruments and studying their history and origins. However, only a small part of the research deals with the physical characteristics of musical instruments, and an even smaller part deals with the sound emitted from them. This Special Issue (SI) intends to give an opportunity to collect several studies about the acoustics and vibration of musical instruments, both considering classical and ethnic MIs, ranging from measurements to emulations, including physical modelling and virtual musical instruments. This SI is intended for scientists, researchers, and curators that intend to propose a high level of unpublished research, using both theoretical and experimental approaches.

Prof. Dr. Lamberto Tronchin
Guest Editor

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Keywords

  • Musical Instruments
  • Modal Analysis
  • Mobility and Admittance
  • Sound Radiation
  • Physical Modelling

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Published Papers (1 paper)

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Research

10 pages, 851 KiB  
Article
Audio Enhancement of Physical Models of Musical Instruments Using Optimal Correction Factors: The Recorder Case
by Konstantinos Bakogiannis, Spyros Polychronopoulos, Dimitra Marini and Georgios Kouroupetroglou
Appl. Sci. 2021, 11(14), 6426; https://doi.org/10.3390/app11146426 - 12 Jul 2021
Cited by 3 | Viewed by 2467
Abstract
A simulation of a musical instrument is considered to be a successful one when there is a good resemblance between the model’s synthesized sound and the real instrument’s sound. In this work, we propose the integration of physical modeling (PM) methods with an [...] Read more.
A simulation of a musical instrument is considered to be a successful one when there is a good resemblance between the model’s synthesized sound and the real instrument’s sound. In this work, we propose the integration of physical modeling (PM) methods with an optimization process to regulate a generated digital signal. Its goal is to find a new set of values of the PM’s parameters’ that would lead to a synthesized signal matching as much as possible to reference signals corresponding to the physical musical instrument. The reference signals can be: (a) described by their acoustic characteristics (e.g., fundamental frequencies, inharmonicity, etc.) and/or (b) the signals themselves (e.g., impedances, recordings, etc.). We put this method into practice for a commercial recorder, simulated using the digital waveguides’ PM technique. The reference signals, in our case, are the recorded signals of the physical instrument. The degree of similarity between the synthesized (PM) and the recorded signal (musical instrument) is calculated by the signals’ linear cross-correlation. Our results show that the adoption of the optimization process resulted in more realistic synthesized signals by (a) enhancing the degree of similarity between the synthesized and the recorded signal (the average absolute Pearson Correlation Coefficient increased from 0.13 to 0.67), (b) resolving mistuning issues (the average absolute deviation of the synthesized from the recorded signals’ pitches reduced from 40 cents to the non-noticeable level of 2 cents) and (c) similar sound color characteristics and matched overtones (the average absolute deviation of the synthesized from the recorded signals’ first five partials reduced from 41 cents to 2 cents). Full article
(This article belongs to the Special Issue Musical Instruments: Acoustics and Vibration II)
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