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Augmented Mpm For Phase Change And Varied Materials
PUBLICATIONS — Paper

Augmented MPM for Phase-Change and Varied Materials

ACM SIGGRAPH 2014, 33(4), pp. 138:1-138:11

Alexey Stomakhin, Craig Schroeder, C. Jiang, Lawrence Chai, Joseph Teran, Andrew Selle

In this paper, we introduce a novel material point method for heat transport, melting and solidifying materials. This brings a wider range of material behaviors into reach of the already versatile mate- rial point method. This is in contrast to best-of-breed fluid, solid or rigid body solvers that are difficult to adapt to a wide range of ma- terials. Extending the material point method requires several contributions. We introduce a dilational/deviatoric splitting of the constitutive model and show that an implicit treatment of the Eulerian evolution of the dilational part can be used to simulate arbitrarily in- compressible materials. Furthermore, we show that this treatment reduces to a parabolic equation for moderate compressibility and an elliptic, Chorin-style projection at the incompressible limit. Since projections are naturally done on marker and cell (MAC) grids, we devise a staggered grid MPM method. Lastly, to generate varying material parameters, we adapt a heat-equation solver to a material point framework.

Categories
MPM
DOI
10.1145/2601097.2601176