Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model

<p/> <p>A sound synthesis algorithm for the harpsichord has been developed by applying the principles of digital waveguide modeling. A modification to the loss filter of the string model is introduced that allows more flexible control of decay rates of partials than is possible with a on...

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Main Authors: Knif Jonte, Laurson Mikael, V&#228;lim&#228;ki Vesa, Penttinen Henri, Erkut Cumhur
Format: Article
Language:English
Published: SpringerOpen 2004-01-01
Series:EURASIP Journal on Advances in Signal Processing
Subjects:
Online Access:http://dx.doi.org/10.1155/S111086570440211X
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spelling doaj-8724dc0c97f64d13ac03db29cfccb3532020-11-25T01:27:05ZengSpringerOpenEURASIP Journal on Advances in Signal Processing1687-61721687-61802004-01-0120047860718Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical ModelKnif JonteLaurson MikaelV&#228;lim&#228;ki VesaPenttinen HenriErkut Cumhur<p/> <p>A sound synthesis algorithm for the harpsichord has been developed by applying the principles of digital waveguide modeling. A modification to the loss filter of the string model is introduced that allows more flexible control of decay rates of partials than is possible with a one-pole digital filter, which is a usual choice for the loss filter. A version of the commuted waveguide synthesis approach is used, where each tone is generated with a parallel combination of the string model and a second-order resonator that are excited with a common excitation signal. The second-order resonator, previously proposed for this purpose, approximately simulates the beating effect appearing in many harpsichord tones. The characteristic key-release thump terminating harpsichord tones is reproduced by triggering a sample that has been extracted from a recording. A digital filter model for the soundboard has been designed based on recorded bridge impulse responses of the harpsichord. The output of the string models is injected in the soundboard filter that imitates the reverberant nature of the soundbox and, particularly, the ringing of the short parts of the strings behind the bridge.</p>http://dx.doi.org/10.1155/S111086570440211Xacoustic signal processingdigital filter designelectronic musicmusical acoustics
collection DOAJ
language English
format Article
sources DOAJ
author Knif Jonte
Laurson Mikael
V&#228;lim&#228;ki Vesa
Penttinen Henri
Erkut Cumhur
spellingShingle Knif Jonte
Laurson Mikael
V&#228;lim&#228;ki Vesa
Penttinen Henri
Erkut Cumhur
Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
EURASIP Journal on Advances in Signal Processing
acoustic signal processing
digital filter design
electronic music
musical acoustics
author_facet Knif Jonte
Laurson Mikael
V&#228;lim&#228;ki Vesa
Penttinen Henri
Erkut Cumhur
author_sort Knif Jonte
title Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
title_short Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
title_full Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
title_fullStr Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
title_full_unstemmed Sound Synthesis of the Harpsichord Using a Computationally Efficient Physical Model
title_sort sound synthesis of the harpsichord using a computationally efficient physical model
publisher SpringerOpen
series EURASIP Journal on Advances in Signal Processing
issn 1687-6172
1687-6180
publishDate 2004-01-01
description <p/> <p>A sound synthesis algorithm for the harpsichord has been developed by applying the principles of digital waveguide modeling. A modification to the loss filter of the string model is introduced that allows more flexible control of decay rates of partials than is possible with a one-pole digital filter, which is a usual choice for the loss filter. A version of the commuted waveguide synthesis approach is used, where each tone is generated with a parallel combination of the string model and a second-order resonator that are excited with a common excitation signal. The second-order resonator, previously proposed for this purpose, approximately simulates the beating effect appearing in many harpsichord tones. The characteristic key-release thump terminating harpsichord tones is reproduced by triggering a sample that has been extracted from a recording. A digital filter model for the soundboard has been designed based on recorded bridge impulse responses of the harpsichord. The output of the string models is injected in the soundboard filter that imitates the reverberant nature of the soundbox and, particularly, the ringing of the short parts of the strings behind the bridge.</p>
topic acoustic signal processing
digital filter design
electronic music
musical acoustics
url http://dx.doi.org/10.1155/S111086570440211X
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