BCAM Seminar Linearized stability analysis of phase boundary motion by surface diffusion with triple junction
Data: Az, Ots 18 2009
Lekua: Muroran Institute of Technology, Japan
Hizlariak: Yoshihito KOHSAKA
The motion of the phase boundaries with triple junction by the geometric evolution law is studied in this talk. We consider the surface diffusion equation which is nonlinear fourth order parabolic PDE. Our goal in this talk is to derive a criterion of the linearized stability of stationary solutions for this geometric evolution problem with triple junction.
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