Nonlinear Stability of Suliciu Model for Dynamic Phase Transitions
Shaoqiang Tang and Huijiang Zhao
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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