Linear equations Iterative Methods - English
Scilab Tutorials - English 24
-
1
Why Scilab -
2
Installing -
3
Getting Started -
4
Vector Operations -
5
Matrix Operations -
6
Scripts and Functions -
7
Conditional Branching -
8
Iteration -
9
Plotting 2D graphs -
10
Xcos Introduction -
11
File handling -
12
User Defined Input and Output -
13
Integration -
14
Solving Non linear Equations -
15
Linear equations Gaussian Methods -
Linear equations Iterative Methods -
17
Interpolation -
18
ODE Euler methods -
19
ODE Applications -
20
Optimization Using Karmarkar Function -
21
Digital Signal Processing -
22
Control systems -
23
Discrete systems -
24
Calling User Defined Functions in XCOS
Outline:
1. Solve system of linear equations using iterative methods 2. Use Jacobi and Gauss Seidel iterative methods 3. Learn how to iterate until we converge at the solution 4. Learn how Gauss Seidel method is faster than Jacobi method 5. Develop Scilab code for these two methods to solve linear equations