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Dec 04, 2024
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MATH 4650 - Numerical Methods for Differential Equations 3 Credits (3 Contact Hours)
Finite element and finite difference spatial discretizations, together with various temporal discretization methods, are developed and used to solve partial differentials equations including the heat equation, Stokes equations, fluid transport equations, Navier-Stokes equations, and Boussinesq equations. Derivations from variational formulations are developed, questions of stability and accuracy addressed, and methods are implemented with software. Preq: MATH 3650 or MATH 4600 .
This 4000-level course has a 6000-level counterpart. Students should refer to the Graduate Catalog for the 6000-level description and requirements.
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