Learn · Advanced Mathematical Techniques in Chemical Engineering
Lecture 25 of 41Solution of linear, homogeneous PDEs by separation of variables
Solution of Parabolic PDE : Separation of Variables Method (Contd.)
Prof. S. De · IIT Kharagpur
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All the lectures
- Introduction to vector space
- Introduction to vector space (Contd.)
- Onto, into, one to one function
- Vectors
- Vectors (Contd.)
- Contraction Mapping
- Contraction Mapping (Contd.)
- Matrix, Determinant
- Eigenvalue Problem in Discrete Domain
- Eigenvalue Problem in Discrete Domain (Contd.)
- Eigenvalue Problem in Discrete Domain (Contd.)
- Eigenvalue Problem in Discrete Domain (Contd.)
- Stability Analysis
- Stability Analysis (Contd.)
- Stability Analysis (Contd.)
- More Examples
- Partial Differential Equations
- Partial Differential Equations(Contd.)
- Eigenvalue Problem in Continuous Domain
- Special ODEs
- Adjoint Operator
- Theorems of Eigenvalues and Eigenfunction
- Solution PDE : Separation of Variables Method
- Solution of Parabolic PDE : Separation of variables method
- Solution of Parabolic PDE : Separation of Variables Method (Contd.)
- Solution of Higher Dimensional PDEs
- Solution of Higher Dimensional PDEs (Contd.)
- Four Dimensional Parabolic PDE
- Solution of Elliptic and Hyperbolic PDE
- Solution of Elliptic and Hyperbolic PDE (Contd.)
- PDE in Cylindrical and Spherical Coordinate
- Solution of non-homogeneous PDE
- Solution of non-homogeneous PDE (Contd.)
- Solution of non-homogeneous Parabolic PDE
- Solution of non-homogeneous Elliptic PDE
- Solution of non-homogeneous Elliptic PDE (Contd.)
- Similarity Solution
- Similarity Solution (Contd.)
- Integral Method
- Laplace Transform
- Fourier Transform