Nonlinear physical models of vibration and sound synthesis

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11 septembre 2014 38 min

Multisymplectic Lie group variational integrators. Part 2: application to a geometrically exact beam in R^3 - François Demoures

11 septembre 2014 40 min

Coordinate free formulation of the vibrations of a Reissnerbeam and some mechanical consequences - Jean Lerbet

11 septembre 2014 35 min

Energy balanced models for acoustic and audio systems: a port-Hamiltonian approach - Antoine Falaize, Nicolas Lopes, Denis Matignon, Bernhard Maschke

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Multisymplectic geometry with symmetry. Application to the Reissner beam - Joël Bensoam

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Multisymplectic Lie group variational integrators Part 1: derivation and properties - François Gay-Balmaz

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KEYNOTE 1: Multisymplectic geometry: some perspectives - Frédéric Helein

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David Roze
Sciences et Technologies de la Musique et du Son (STMS) - IRCAM

Sound production in musical instruments is the consequence of interactions and wave propagation that include nonlinear phenomena. Simulating these phenomena will enable sound synthesis softwares (such as Modalys, developed at IRCAM) to produce more realistic sounds. In order to do so, nonlinear physical models will be implemented in Modalys software using Green-Volterra kernels.

Green-Volterra kernels are used to simulate space-time nonlinear dynamical problems. This formalism allows to keep the modal approach and simulate nonlinear dynamics until a given order in the Green-Volterra series. This numerical method has been chosen in order to keep "near real-time" computation time. Interactions solving requires to compute the inverse problem, i.e. compute a force using known displacement or velocity. Green-Volterra kernels of a nonlinear string model and interaction definition will be presented with associated numerical results.

intervenants

informations

Lieu de représentation
Ircam, Salle Igor-Stravinsky (Paris)
durée
30 min
date
11 septembre 2014

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