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- W1837849662 abstract "Recent bowed string sound synthesis has relied on physical modelling techniques; the achievable realism and flexibility of gestural control are appealing, and the heavier computational cost becomes less significant as technology improves. A bowed string is simulated in two polarisations by discretising the partial differential equations governing its behaviour, using the finite difference method; a globally energy balanced scheme is used, as a guarantee of numerical stability under highly nonlinear conditions. In one polarisation, a nonlinear contact model is used for the normal forces exerted by the dynamic bow hair, left handfingers, andfingerboard. In the other polarisation, a force-velocity friction curve is used for the resulting tangential forces. The scheme update requires the solutionoftwononlinearvectorequations.Soundexamplesandvideo demonstrations are presented." @default.
- W1837849662 created "2016-06-24" @default.
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- W1837849662 date "2015-11-30" @default.
- W1837849662 modified "2023-09-26" @default.
- W1837849662 title "Two-polarisation finite difference model of bowed strings with nonlinear contact and friction forces" @default.
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