24. Numerical Integration - Gauss Quadrature Integral - 2D

Описание к видео 24. Numerical Integration - Gauss Quadrature Integral - 2D

In Finite Element Literature, among all the numerical methods, the Gauss Quadrature Integral is usually preferred because it requires fewer functions as compared to other methods for comparable accuracy. In Gauss Quadrature, the integrand is evaluated at pre defined points (called Gauss Points). In this video Gauss Quadrature Integral in -D has been explained.

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