April 14, 2005 01 h 01 min
April 14, 2005 24 min
May 12, 2005 52 min
February 4, 2005 01 h 18 min
October 17, 2007 49 min
June 27, 2007 01 h 12 min
July 11, 2007 48 min
September 12, 2007 01 h 07 min
September 19, 2007 01 h 13 min
September 26, 2007 01 h 00 min
October 3, 2007 01 h 12 min
October 10, 2007 01 h 10 min
October 24, 2007 50 min
November 21, 2007 57 min
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"Mercredis de STMS" is pleased to announce a seminar by Michele Ducceschi, invited by the STMS Lab's S3AM team.
The work of Michele Ducceschi and his team focuses on physical modelling for music acoustics and sound synthesis and, in particular, digital restoration of historical musical instruments (ERC starting Grant NEMUS: https://site.unibo.it/nemus-numerical-sound-restoration/en).
Abstract:
Modal methods are a long-established approach to physical modeling sound synthesis. Projecting the equation of motion of a linear, time-invariant system onto a basis of eigenfunctions yields a set of independent forced, lossy oscillators, which may be simulated efficiently and accurately using standard time-stepping methods. Extensions of modal techniques to nonlinear problems are possible, though often requiring the solution of densely coupled nonlinear time-dependent equations. In this talk, I will show an application of recent results in numerical simulation design, in which the nonlinear energy is first quadratised via a convenient auxiliary variable. The resulting equations may be updated in time explicitly, thus avoiding the need for expensive iterative solvers, dense linear system solutions, or matrix inversions. The case of a network of interconnected distributed elements is detailed, along with a real-time implementation as an audio plugin.