Skip to main content
Back to top
Ctrl
+
K
Essential Mathematics for Chemical Engineers
1. Conservation
2. Multivariable calculus
2.1. Functions
2.2. Limits
2.3. Derivatives
2.4. Total differential
2.5. Manipulating partial derivatives
2.6. Series expansion
2.7. Integration
2.8. Line integral
2.9. Surface integral
2.10. Volume integral
2.11. Integration theorems
3. Linear algebra
3.1. Matrices and vectors
3.2. Gauss–Jordan elimination
3.3. Determinants
3.4. Matrix inversion
3.5. Eigenvalue problem
4. Nonlinear equations
4.1. Quadratic and cubic polynomials
4.2. Root finding methods
4.3. Linearization
5. First-order ordinary differential equations
5.1. Separable differential equations
5.2. Exact differential equations
5.3. Linearity
5.4. Undetermined coefficients
5.5. Laplace transform
5.6. Integrating factor
5.7. Numerical solution methods
6. Systems of first-order ordinary differential equations
6.1. Linearity
6.2. Homogeneous linear first-order ODEs with constant coefficients
6.3. Numerical solution methods
7. Second-order ordinary differential equations
7.1. Reduction of order
7.2. Linearity
7.3. Homogeneous linear second-order ODEs with constant coefficients
7.4. Undetermined coefficients
7.5. Variation of parameters
7.6. Numerical solution methods
8. Credits
Repository
Open issue
.md
.pdf
Eigenvalue problem
3.5.
Eigenvalue problem
#