Скачать или смотреть Important Example on Heat Equation||Numerical Solution of PDE || Dr. Sujata T @mathsforall

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Important Example on Heat Equation||Numerical Solution of PDE || Dr. Sujata T
In this video Example on One Dimensional Heat Equation Using Schmidt Explicit Formula.
The Bender-Schimdt explicit formula is a numerical approach to solving partial differential equations. It is named after the mathematicians Richard Bender and Michael Schimdt, who developed the method in the 1970s. The Bender-Schimdt method is an iterative approach that uses the solution of the previous iteration as the starting point for the next iteration. It can be used to solve linear and nonlinear partial differential equations, and is particularly suited for problems with boundary conditions.




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