Lectures (Video)
- 1. Background of Bisection Method
- 2. Algorithm of Bisection Method
- 3. Example of Bisection Method
- 4. Advantages & Drawbacks of Bisection Method
- 5. Derivation of Newton-Raphson Method
- 6. Example for Newton-Raphson Method
- 7. Advantages & Drawbacks for Newton-Raphson Method: Part 1
- 8. Advantages & Drawbacks for Newton-Raphson Method: Part 2
- 9. Derivation from Taylor Series of Newton-Raphson Method
- 10. No Divide Unit: Newton Raphson Approach
- 11. No Divide Unit: Example
- 12. Square Root of Number: Newton-Raphson Approach
- 13. Square Root of Number: Example
- 14. Derivation of Secant Method: Approach 1
- 15. Derivation of Secant Method: Approach 2
- 16. Algorithm of Secant Method
- 17. Example of Secant Method
Numerical Methods II - Lecture 6
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Lecture 6 - Example for Newton-Raphson Method
Learn how to use Newton Raphson method for solving a nonlinear equation of the form f(x)=0 via an example.
Prof. Autar Kaw
Numerical Methods - Nonlinear Equations (Holistic Numerical Methods Institute, University of South Florida) http://numericalmethods.eng.usf.edu Date accessed: 2010-09-25 License: Creative Commons BY-NC-SA |
Lecture Material
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Supplementary lecture material is listed below.1. Textbook Chapter of Newton-Raphson Method
2. Chemical Engineering Example
3. Civil Engineering Example
4. Computer Engineering Example
5. Electrical Engineering Example
6. Industrial Engineering Example
7. Mechanical Engineering Example
8. Test Your Knowledge of Newton-Raphson Method
