Introduction to Scientific Computing |
|
(winter 2004/2005) |
Introduction to Scientific Computing |
|
(winter 2004/2005) |
| Exercise 1: | Ordinary Differential Equations | Solution |
| Exercise 2: | Harvesting a Renewable Resource | Solution |
| Exercise 3: | Systems of linear differential equations | Solution |
| Exercise 4: | Predator-Prey Equations | Solution |
| Exercise 5: | Stability of Explicite Methods for the Numerical Solution of Ordinary Differential Equations | Solution |
| Exercise 6: | 1D Poisson: Eigenfunctions and Green's Functions | Solution |
| Exercise 7: | Solving the 1D Heat Equation Using Fourier's Method | Solution |
| Exercise 8: | Neumann Stability of the discretized 1D Heat Equation (explicit scheme) | Solution |
| Midterm Exam: | (for orientation, only) | Solution |
| Exercise 9: | Neumann Stability of the Leapfrog Scheme | Solution |
| Exercise 10: (updated!) |
Gauß-Seidel and Jacobi Relaxation for Implicit Schems | Solution |
| Exercise 11: | Damped Jacobi Relaxation | Solution |