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Concept
Finite volume methods
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Summary
Finite volume methods
are a powerful
Computational technique
used to solve
Partial Differential Equations
, particularly in
Fluid Dynamics
. They work by dividing the domain into
Small
Control volumes
and applying the
Integral Form
of the
Conservation Laws
, ensuring that fluxes are conserved across the boundaries of these volumes.
Concepts
Control Volume
Conservation Laws
Flux Conservation
Discretization
Mesh Generation
Numerical Stability
Godunov's Scheme
Riemann Solvers
Convection-diffusion Problems
Computational Fluid Dynamics
Direct Numerical Simulation (DNS)
Monotonicity Preserving
Hyperbolic Conservation Laws
Relevant Degrees
Computational Mathematics 67%
Software Engineering and Development 33%
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