Curriculum
- 1 Section
- 41 Lessons
- 10 Weeks
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- Advanced Mathematical Techniques in Chemical Engineering41
- 2.1Introduction to Vector Space
- 2.2Part 1 Introduction to Vector Space Part 2
- 2.3Onto, Into, One to One Function
- 2.4Vectors Part 1
- 2.5Vectors Part 2
- 2.6Contraction Mapping Part 1
- 2.7Contraction Mapping Part 2
- 2.8Matrix, Determinant
- 2.9Eigenvalue Problem in Discrete Domain Part 1
- 2.10Eigenvalue Problem in Discrete Domain Part 2
- 2.11Eigenvalue Problem in Discrete Domain Part 3
- 2.12Eigenvalue Problem in Discrete Domain Part 4
- 2.13Stability Analysis Part 1
- 2.14Stability Analysis Part 2
- 2.15Stability Analysis Part 3
- 2.16More Examples
- 2.17Partial Differential Equations Part 1
- 2.18Partial Differential Equations Part 2
- 2.19Eigenvalue Problem in Continuous Domain
- 2.20Special ODEs
- 2.21Adjoint Operator
- 2.22Theorems of Eigenvalues & Eigenfunction
- 2.23Separation of Variables Method
- 2.24Solution of Parabolic PDE : Separation of Variables Method Part 1
- 2.25Solution of Parabolic PDE : Separation of Variables Method Part 2
- 2.26Solution of Higher Dimensional PDEs Part 1
- 2.27Solution of Higher Dimensional PDEs Part 2
- 2.28Four Dimensional Parabolic PDE
- 2.29Solution of Elliptic & Hyperbolic PDE Part 1
- 2.30Solution of Elliptic & Hyperbolic PDE Part 2
- 2.31PDE in Cylindrical & Spherical Coordinate
- 2.32Solution of Non-Homogeneous PDE Part 1
- 2.33Solution of Non-Homogeneous PDE Part 2
- 2.34Solution of Non-Homogeneous Parabolic PDE
- 2.35Solution of Non-Homogeneous Elliptic PDE Part 1
- 2.36Solution of Non-Homogeneous Elliptic PDE Part 2
- 2.37Similarity Solution Part 1
- 2.38Similarity Solution Part 2
- 2.39Integral Method
- 2.40Laplace Transform
- 2.41Fourier Transform