Introduction to Jacobi 2d
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Jacobi 2d Comprehensive Overview
For f = -2*(pi/L)**2*sin(pi*x/L)*sin(pi*y/L) Simulated using fortran, plotted in python with matplotlib. Assumptions: Domain is a unit square of 1 metre side. nx = ny [Number of points along the x-direction is equal to the number of ... Assumptions: 1. Assume that the domain is a unit square. 2. Assume nx = ny [Number of points along the x direction is equal to the ...
Advanced Linear Algebra: Foundations to Frontiers Robert van de Geijn and Maggie Myers For more information: ulaff.net.
Summary & Highlights for Jacobi 2d
- Transient State 2-D conduction using Implicit method with Jacobi solver using CFL = 0.028
- Transient State 2-D conduction using Implicit method with Jacobi solver using CFL = 28
- Assumptions: 1. Assume that the domain is a unit square. 2. Assume nx = ny [Number of points along the x-direction is equal to the ...
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- Solve a system of linear equations using the
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