Newton Raphson for Load Flow

The following figure shows the one-line diagram of a simple three-bus power system with generation at bus 1. The voltage at bus 1 is V1 = 1 angle (0) pu. The scheduled load on buses 2 and 3 are marked on the diagram. Line impedances are marked in pu among (bus 1 & bus 2 = j1/30, bus 2 & bus 3 = j0.05, and bus 3 & bus 1=j0.0125) on a 100MVA base. Write a MATLAB program based on NR method and initial estimates of V2(0) = 1.0 + j0 and V3(0) = 1.0 + j0, determine V2 if (P2=400 MW & Q2=270Mvar) and V3.if (P3=300MW & Q3=320 Mvar)

Find Real Power of the Slack (P1) and Reactive Power of the Slack (Q1)

[RAJALAKSHMI K]

Can you please provide the same for multiple iterations?

Answer 1

[Muhammad Raza]

For Matlab Code, Visit link.

http://dg-algorithm.blogspot.com/2018/01/modified-gauss-seidel-g-s-load-flow-in.html

[Muhammad Raza]

https://matlab-online.blogspot.com

[Muhammad Abdullah]

please provide me the mathlab code soon.

Answer 2

[Muhammad Raza]

The recent Newton Raphson method MATLAB code examples require less number of iterations to reach convergence and take less computer time; hence, the computation cost is less, and convergence is inevitable. The N R method is more precise and is not responsive to elements like regulating transformers, slack bus selection, etc.

Read full article along with Matlab code and simulation tutorial, take a look

https://simulationtutor.com/optimal-location-and-sizing-of-distributed-generation/