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This realtime fluid simulator is based on Jos Stam s paper \"stable fluids\". It allows interactive control of fluids (including gases). A simple editor is included, although the main aspect lies on the implementation of the solver. It is written in C++ using Qt and OpenGL. The solver core is independent of third party libraries and should compile on all platforms that support C++.
Update : 2008-10-13 Size : 393.66kb Publisher : yuyi

This realtime fluid simulator is based on Jos Stam s paper "stable fluids". It allows interactive control of fluids (including gases). A simple editor is included, although the main aspect lies on the implementation of the solver. It is written in C++ using Qt and OpenGL. The solver core is independent of third party libraries and should compile on all platforms that support C++. -This realtime fluid simulator is based on Jos Stam s paper stable fluids. It allows interactive control of fluids (including gases). A simple editor is included, although the main aspect lies on the implementation of the solver.It is written in C+ 2B ! using Qt and OpenGL. The solver core is independent of third party libraries and should compile on all platforms that support C++.
Update : 2025-02-17 Size : 394kb Publisher : yuyi

DL : 0
基于Jos Stam 1999 “Stable Fluids” 和 Fedkiw 2001 “Visual Simulation of Smoke” 论文。用半拉格朗日法求解二维Naver-Stokes公式。用雅可比迭代法在GPU上快速求解泊松方程。加入Fedkiw论文中所提到的vorticity confinement 力来恢复由于离散化误差而丢失的有趣的流体旋度。此演示程序在1G Hz赛杨III, 448 MB SDRAM, Geforce 6200显卡上以每秒22帧的速度运行。 -Based on Jos Stam 1999
Update : 2025-02-17 Size : 195kb Publisher : ding

流体仿真,vc++ 6.0编写,基于stable fluids论文的方法。win32平台程序,使用opengl绘制。-Fluid simulation, vc++ 6.0 is written thesis based on stable fluids method. win32 platform program that uses opengl rendering.
Update : 2025-02-17 Size : 3.01mb Publisher : liuyifan

DL : 0
CUDA Sdk的一个例子 利用快速傅里叶变换实现了Jos Stam “stable Fluids”论文-CUDA example code that implements the frequency space version of Jos Stam s paper Stable Fluids in 2D
Update : 2025-02-17 Size : 391kb Publisher : 李加成

An interactive GUI showing particles flowing in a liquid field described by Navier-Stokes equations for incompressible fluids. Click and drag with the mouse to add forces to the liquid. Uses Jos Stam s unconditionally stable FFT-based algorithm implemented in MATLAB Code for real-time performance.
Update : 2025-02-17 Size : 881kb Publisher : Akshay
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