The course covers fundamentals of methods used to solve static and dynamic fluid flow and
compressible/incompressible flow problems. The course provides end-to-end workflow of a fluid
dynamics and compressible/ incompressible flow simulation, including geometry definition, grid
generation, solver selection, solver execution, and solution analysis associated with its numerical
background ensuring solution accuracy through verification and validation. This course provides
knowledge necessary to model engineering applications consistent with fluid-dynamic and
compressible/incompressible flow physical laws, Basic equations of Fluid Dynamics: General
form of a conservation law; Equation of mass conservation; Conservation law of momentum;
Conservation equation of energy. Mathematical nature of PDEs and flow governing equations are
covered, Discretization models include overview of finite difference, finite element, and finite
volume discretization approaches, physical problem classification, discretization techniques, and
numerical guidelines. The course focus on Applications include incompressible and compressible
flows, laminar and turbulence flows, internal and external flows, isentropic flow, normal shock.
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