Learn · Numerical Methods in Civil Engineering
Lecture 22 of 40
Analytical Methods for Solving the Wave Equation
Dr. A. Deb · IIT Kharagpur
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- Numerical Methods in Civil Engineering, IIT Kharagpur (at NPTEL)
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All the lectures
- Introduction to Numerical Methods
- Error Analysis
- Introduction to Linear Systems
- Linear Systems - II
- Linear Systems - III
- Linear Systems - Error Bounds
- Error Bounds and Iterative Methods for Solving Linear Systems
- Iterative Methods for Solving Linear Systems
- Iterative Methods - II
- Iterative Methods - III
- Iterative Methods for Eigen Value Extraction
- Solving Nonlinear Equations
- Solving Nonlinear Equations - II
- Solving Multi Dimensional Nonlinear Equations
- Solving Multi Dimensional Nonlinear Equations - II
- ARC Length and Gradient Based Methods
- Gradient Based Methods
- Conjugate Gradient Method
- Conjugate Gradient Method - II
- Nonlinear Conjugate Gradient and Introduction to PDEs
- Eigenfunction Solutions for the Wave Equation
- Analytical Methods for Solving the Wave Equation
- Analytical Methods for Hyoerbolic and Parabolic PDEs
- Analytical Methods for Parabolic and Elliptic PDEs
- Analytical Methods for Elliptic PDEs
- Series Solutions for Elliptic PDE's and Introduction to Differential Operators
- Differential Operators
- Differential Operators - II
- Differential Operators - III
- Interpolation
- Polynomial Fitting
- Orthogonal Polynomials
- Orthogonal Polynomials - II
- Orthogonal Polynomials - III
- Spline Functions
- Orthogonal Basis Functions for Solving PDE's
- Orthogonal Basis Functions for Solving PDE's - II
- Integral Equations
- Integral Equations - II
- Integral Equations - III