Numerical Methods: Solution of Ordinary Differential Equations (ODE) | SH202
Numerical Methods - Solution of Ordinary Differential Equations

Chapter 5 | Solution of Ordinary Differential Equations

8 Hours | 10 Marks

Topic Information

Topic: Solution of Ordinary Differential Equations (8 hours)

Course Code: SH202 – Numerical Methods

Description: Download Solution of ODEs PDF – Complete study material for Solution of Ordinary Differential Equations covering all syllabus topics including Runge-Kutta methods, Euler’s method, and boundary value problems

Syllabus: Solution of Ordinary Differential Equations (ODE) (8 hours)

5 Solution of Ordinary Differential Equations (ODE) (8 hours)

5.1 Initial value problems

5.1.1 Solution of first order equations: Taylor’s series method, Euler’s method, Runge-Kutta methods (Second and fourth order)

5.1.2 Solution of system of first order ODEs via Runge-Kutta methods

5.1.3 Solution of second order ODEs via Runge-Kutta methods

5.2 Two-point boundary value problems

5.2.1 Shooting method

5.2.2 Finite difference method

Handwritten Notes (Nikita Pradhan)

×

Disclaimer

The educational materials provided on this website are intended as supplementary resources to support your learning journey. These study materials are sample documents designed to help students understand complex mathematical concepts.

We have made every effort to ensure the accuracy of the content. However, we recommend students to refer to standard textbooks and consult with professors for authoritative explanations. These materials should be used as references only.

We respect intellectual property rights. If you believe any content should be credited differently or removed, please don’t hesitate to contact us. We’re happy to make appropriate corrections or give proper attribution.

Leave a Comment

Scroll to Top