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A Review of Finite Element Studies in String Musical Instruments
by
Kaselouris, Evaggelos
, Papadogiannis, Nektarios A.
, Tatarakis, Michael
, Dimitriou, Vasilis
, Bakarezos, Makis
in
Bowing
/ Complexity
/ Finite element method
/ Fluid-structure interaction
/ Interferometry
/ Lasers
/ Methods
/ modeling and simulation
/ Musical instruments
/ Numerical analysis
/ Numerical models
/ Orchestras
/ Partial differential equations
/ Resonance
/ Simulation
/ Sound
/ String music
/ string musical instruments
/ Stringed instruments
/ Strings
/ Vibration
2022
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A Review of Finite Element Studies in String Musical Instruments
by
Kaselouris, Evaggelos
, Papadogiannis, Nektarios A.
, Tatarakis, Michael
, Dimitriou, Vasilis
, Bakarezos, Makis
in
Bowing
/ Complexity
/ Finite element method
/ Fluid-structure interaction
/ Interferometry
/ Lasers
/ Methods
/ modeling and simulation
/ Musical instruments
/ Numerical analysis
/ Numerical models
/ Orchestras
/ Partial differential equations
/ Resonance
/ Simulation
/ Sound
/ String music
/ string musical instruments
/ Stringed instruments
/ Strings
/ Vibration
2022
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A Review of Finite Element Studies in String Musical Instruments
by
Kaselouris, Evaggelos
, Papadogiannis, Nektarios A.
, Tatarakis, Michael
, Dimitriou, Vasilis
, Bakarezos, Makis
in
Bowing
/ Complexity
/ Finite element method
/ Fluid-structure interaction
/ Interferometry
/ Lasers
/ Methods
/ modeling and simulation
/ Musical instruments
/ Numerical analysis
/ Numerical models
/ Orchestras
/ Partial differential equations
/ Resonance
/ Simulation
/ Sound
/ String music
/ string musical instruments
/ Stringed instruments
/ Strings
/ Vibration
2022
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A Review of Finite Element Studies in String Musical Instruments
Journal Article
A Review of Finite Element Studies in String Musical Instruments
2022
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Overview
String instruments are complex mechanical vibrating systems, in terms of both structure and fluid–structure interaction. Here, a review study of the modeling and simulation of stringed musical instruments via the finite element method (FEM) is presented. The paper is focused on the methods capable of simulating (I) the soundboard behavior in bowed, plucked and hammered string musical instruments; (II) the assembled musical instrument box behavior in bowed and plucked instruments; (III) the fluid–structure interaction of assembled musical instruments; and (IV) the interaction of a musical instrument’s resonance box with the surrounding air. Due to the complexity and the high computational demands, a numerical model including all the parts and the full geometry of the instrument resonance box, the fluid–structure interaction and the interaction with the surrounding air has not yet been simulated.
Publisher
MDPI AG
Subject
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