Exponential stability for a mirror–symmetric three phase boundary motion by surface diffusion

作者: Joachim Escher , Harald Garcke , Kazuo Ito

DOI: 10.1002/MANA.200310074

关键词: Mathematical analysisMathematicsStability (probability)Stationary stateBoundary value problemExponential stabilitySurface diffusionMixed boundary conditionBoundary conditions in CFDRobin boundary condition

摘要: We apply the principle of linearized stability to prove that a stationary state is exponentially stable under mirror–symmetric three phase boundary motion by surface diffusion. A main difficulty in application arises from inhomogeneous nonlinear conditions.

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