WiSe 14/15: Schnelle Löser für nichtglatte partielle Differentialgleichungen
Carsten Gräser
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Content
Nonsmooth partial differential equations arise as mathematical models for many physical processes, e.g., as mathematical descriptions of the separation of alloys, fluids in porous media, multi phase flow, contact problems for elastic bodies, and many more. The lack of smoothness makes the numerical solution of such problems challenging because classical nonlinear schemes are in general not applicable.
During the lecture we will introduce problems arising from several applications and present robust and efficient numerical methods for their numerical solution. To this end we will use techniques from convex analysis, nonsmooth optimization, and multigrid and domain decomposition ideas.
Requirements
Numerical methods for partial differential equations (Numerics 3) close15 Class schedule
Regular appointments
Content
Nonsmooth partial differential equations arise as mathematical models for many physical processes, e.g., as mathematical descriptions of the separation of alloys, fluids ... read more