Matlab Database > Ordinary Differential Equations > SimFluid in order O(N)

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Title: SimFluid in order O(N)
Primary Author: Pascal Maerkl
Other Authors:Bettina Weber
E-Mail: pascal-AT-maerkl-wn.de
Institution: ---
Description: SimFluid_aequi simulates various 2D fluid processes, e.g., a drop dissolving from a solid surface or two drops colliding. The fluid is a system of finite, locally interacting particles. The differential equations for this interaction are approximated by the frog-leap method. The program itself is written in C but can create Matlab output. The usage is explained in the README. It is possible to define fluids by simple geometric figures, e.g., spheres, semi-spheres, boxes and lines and let them interact. The program is similar to SimFluid, the cost is reduced by using an equdistant mesh grid to be of order O(N). For more information read the paper ausarbeitung.pdf.
Keywords: fluid, simulation, differential equations, frog leap, drop, particles, mesh grid
File Name: simfluid_aequi.zip
File Size: 202 KB
File Version: 1.0
Matlab Version: 7.0 (R14)
Date: 2006-02-10
Downloads: 814
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