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STEFAN PROBLEMS FOR MELTING NANOSCALED PARTICLES
2015
Bulletin of the Australian Mathematical Society
Stefan problems are moving boundary problems that model how pure materials undergo phase transitions due to the conduction of heat and exchange of latent heat energy. Their solution involves satisfying the heat equation in each phase (liquid and/or solid, say), subject to specific boundary conditions on the moving phase interface. As the location of the moving boundary is unknown in advance, Stefan problems are nonlinear. Despite appearing relatively simple, the solutions can display highly
doi:10.1017/s0004972715001008
fatcat:gp27b5fx3nfanlpxjrrfbtyj5u