Learn · Numerical Methods: Finite difference approach
Lecture 10 of 20Unit 2
Approximation of derivative boundary conditions
Prof. Ameeya Kumar Nayak · IIT Roorkee
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- Numerical Methods: Finite difference approach, IIT Roorkee (at NPTEL)
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All the lectures
- Introduction to Numerical solutions
- Numerical Solution of ODE
- Numerical solution of PDE
- Finite difference approximation
- Polynomial fitting and one-sided approximation
- Solution of parabolic equation
- Implicit and C-N scheme for solving 1D parabolic equation
- Stability analysis of Explicit scheme for solving parabolic equation
- Stability of Crank-Nicoloson's scheme
- Approximation of derivative boundary conditions
- Solution of two-dimensional parabolic equation
- Solution of 2D parabolic equation using ADI scheme
- Solution of Elliptic Equation
- Solution of Elliptic equation using SOR method
- Solution of Elliptic equation using ADI scheme
- Solution of Hyperbolic equation
- Stability analysis for Hyperbolic equations
- Characteristics of PDE
- Lax-Wendroff's method
- Wendroff's method