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Vue d'ensemble
G茅nie m茅canique : Fundamentals of computational fluid dynamics. Numerical methods for hyperbolic conservation laws: first- and higher-order upwind schemes; monotonicity and Godunov theorem; total-variation-diminishing schemes; Riemann solvers; treatment of source terms; multi-dimensional methods. Introduction to grid generation and adaptation. Methodology for the comparison of numerical and experimental results.
Terms: Hiver 2020
Instructors: Timofeev, Evgeny (Winter)
(3-0-6)
Prerequisite(s): MECH 430 or permission of instructor
