Seidel method

Seidel method

[′zīd·əl ‚meth·əd]
(mathematics)
A basic iterative procedure for solving a system of linear equations by reducing it to triangular form. Also known as Gauss-Seidel method.
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It includes Gauss Seidel method, Newton Raphson method and fast decoupled method.
1.5.1 PROGRAM % This function applies N iterations of Gauss Seidel method to the system of non-linear equations Ax = b % x0 is intial value tol =0.01 x0=[0 0 0]; N=100; n = length(x0); x=x0; X=[x0]; for k=1:N %for N iterations %Consider non-linear systems of equations as follows.
One of which is Gauss Seidel Method. Gauss Seidel Method for non-linear systems of equations has been presented by [15].
STRUCTURED LOAD FLOWConsidering that, the high ratio of R/X in distribution grids prevents the use of common methods of the load flow ofpower systems such as Newton Raphson method, Gauss- Seidel method, etc., therefore, different methods have been introduced for the load flow in distribution systems.
After that we have to choose initial guess to start Gauss Seidel method then substitute the solution in the above equation and use the most recent value.