Solving laplace equation using gauss seidel method in matlab

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This document discusses solving the Laplace equation using the Gauss-Seidel method in MATLAB. It instructs the reader to run the program, input boundary conditions, and view the results of the temperature distribution in 2D and 3D formats. The author wishes the reader best wishes.

solving Laplace Equation using
Gauss-seidel method
in matlab
Prepared by:
Mohamed Ahmed
Faculty of Engineering
Zagazig university
Mechanical department

Run the program and input the
Boundry conditions

Results
temprature distirbution
in 2_D &3-D

Best wishes

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May Marketo Masterclass, London MUG May 22 2024.pdf

May Marketo Masterclass, London MUG May 22 2024.pdf

May Marketo Masterclass, London MUG May 22 2024.pdf

Developing Distributed High-performance Computing Capabilities of an Open Sci...

Developing Distributed High-performance Computing Capabilities of an Open Sci...

Developing Distributed High-performance Computing Capabilities of an Open Sci...

OpenFOAM solver for Helmholtz equation, helmholtzFoam / helmholtzBubbleFoam

OpenFOAM solver for Helmholtz equation, helmholtzFoam / helmholtzBubbleFoam

OpenFOAM solver for Helmholtz equation, helmholtzFoam / helmholtzBubbleFoam

Exploring Innovations in Data Repository Solutions - Insights from the U.S. G...

Exploring Innovations in Data Repository Solutions - Insights from the U.S. G...

Exploring Innovations in Data Repository Solutions - Insights from the U.S. G...

Accelerate Enterprise Software Engineering with Platformless

Accelerate Enterprise Software Engineering with Platformless

Accelerate Enterprise Software Engineering with Platformless

AI Pilot Review: The World’s First Virtual Assistant Marketing Suite

AI Pilot Review: The World’s First Virtual Assistant Marketing Suite

AI Pilot Review: The World’s First Virtual Assistant Marketing Suite

Solving laplace equation using gauss seidel method in matlab

1. solving Laplace Equation using Gauss-seidel method in matlab Prepared by: Mohamed Ahmed Faculty of Engineering Zagazig university Mechanical department

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6. Run the program and input the Boundry conditions

7. Results temprature distirbution in 2_D &3-D