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What is Hyperbolic Equation Methods Overview about?

This lecture discusses numerical methods for solving hyperbolic and parabolic partial differential equations (PDEs). For hyperbolic PDEs like the wave equation, the lecture reviews the stability of methods like Leapfrog and FTBS. While FTBS is stable, it is only first order accurate and can produce a diffusive solution. For parabolic PDEs, the lecture discusses how Alternate Direction Implicit (ADI) and Fractional Step methods can be used to more efficiently solve the 2D equations compared to fully implicit

Author

Desh Deepak

Language

EN