Numerical Integration by Gauss Quadrature
Numerical Integration by Gauss Quadrature, Introduction to Differential Equations, Analytic Solutions and Computer Solutions, Initial or Boundary Conditions, Euler's Methods, Extended Euler's Method
Book: Introduction to Numerical Methods by Peter A. Sark, The Macmillan Company, Collier-Macmillan Limited, London (1970). Chapter 06-07 Pages 219-224, 235-253
For complete understanding of how numerical solutions of differential equations are carried out visit the page: https://youtu.be/LbKKzMag5Rc
Course Material
- Introduction to Number System and Error Calculation in Computers
- Finding Real Roots of equations using Iterative Methods
- Finding Real Roots of equations using Newton-Raphson method
- Finding Real Roots of equations using Bisection Method
- Matlab Basics: Introduction
- Matlab Basics: Mathematical Operations with Arrays
- Matlab Basics: Two Dimensional Plots
- Matlab Basics: Programing with MATLAB
- Matlab Basics: User Defined Function and Function Files
- Numerical Integration
- Numerical Integration by Gauss Quadrature
- Curving Fitting and Interpolation
- The Philosophy Behind Curve-Fitting
- Newton's forward and backward interpolation formulas
- Presentation Case Study
- Presentation Case Study
- Chapters 16
- Department Physics
- Teacher
Dr. Khalid Naseer
