Preprint 2002-014

Nonlinear Stability of Suliciu Model for Dynamic Phase Transitions

Shaoqiang Tang and Huijiang Zhao

Abstract: We study the nonlinear stability of subsonic phase boundary solutions in the Suliciu model for dynamic phase transitions under tri-linear structural relation. This is established through energy estimates with the help of Laplace transform to resolve the boundary terms. Furthermore, nonlinear stability is obtained for the relaxed system.

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Shaoqiang Tang, <>
Huijiang Zhao
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<> March 4 2002.

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