Proceedings of the 2015 Symposium on Digital Production 2015
DOI: 10.1145/2791261.2791271
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Efficient and stable approach to elasticity and collisions for hair animation

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Cited by 7 publications
(4 citation statements)
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“…Prior work on rod-contact using constraints ] can avoid tunneling as long as the detection phase captures all contacts and the solver converges. More recent approaches [Gornowicz and Borac 2015;Kaufman et al 2014] improved stability using nonlinear Newton solves. In this paper, we adopt these improvements to non-smooth contact dynamics and further extend the method to handle cohesive effects.…”
Section: Strand Simulationmentioning
confidence: 99%
“…Prior work on rod-contact using constraints ] can avoid tunneling as long as the detection phase captures all contacts and the solver converges. More recent approaches [Gornowicz and Borac 2015;Kaufman et al 2014] improved stability using nonlinear Newton solves. In this paper, we adopt these improvements to non-smooth contact dynamics and further extend the method to handle cohesive effects.…”
Section: Strand Simulationmentioning
confidence: 99%
“…Additionally, Iben et al [2013] proposed an artistic way to control curly hairs. As for collision between hairs, Kaufman et al [2014] combined a nonlinear integrator with a Gauss-Seidel collision solver, while Gornowicz and Borac [2015] proposed a hybrid algorithm for higher performance and better stability. To simulate the underlying dynamics of hair, we adopt the DER framework, and model both the cohesive and repulsive effects as constraints.…”
Section: Related Workmentioning
confidence: 99%
“…We solve them with a stable constraint solver [Tournier et al 2015] alongside a modified conjugate gradient preconditioner. We choose such an implementation for simplicity, although we believe more sophisticated integrators or constraint solvers [Gornowicz and Borac 2015;Kaufman et al 2014] could also be applied for the constraints proposed in this paper.…”
Section: Related Workmentioning
confidence: 99%
“…Bergou et al (2010) later improve the efficiency in hair simulation by introduc-ing time-parallel reference frame in the representation of adapted framed curves. Other recent noteworthy articles (see for example Spillmann and Harders, 2010;Tang et al, 2010;Sueda et al, 2011, Huang et al, Tang et al, 2012bKir, 2014;Gornowicz and Borac, 2015 ) report on modeling discrete elastic rods with the Kirchhoff theory.…”
Section: Physical Based Simulationsmentioning
confidence: 99%