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Description: 基于流函数法求解流体颗粒二相绕流问题的源码
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Size: 1219 |
Author: 徐晓亮 |
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Description: 利用图形处理器实现实时二维流体的模拟，使用准拉格朗日法求解流体方程。
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Size: 982223 |
Author: tiantiancode |
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Description: fortran 程序求解流体动力学问题，简单，使用
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Size: 1150 |
Author: lvlovekun |
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Description: 四阶龙格库塔法求解流体力学--
关于N-S方程的串行求解源程序-four bands Runge Kutta method hydrodynamics-- on the Navier-Stokes equations to solve the serial source
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Size: 4096 |
Author: 朱天山 |
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Description: 一维粘性流体求解，显示格式，欧拉时间离散-one-dimensional viscous fluid solution, display format, the Euler discrete time
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Size: 1024 |
Author: 黄科峰 |
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Description: 关于计算流体力学中方腔环流问题的求解粘性条件下-on computational fluid dynamics China cavity circulation problem solving viscous conditions
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Size: 1024 |
Author: 和昆 |
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Description: 基于流函数法求解流体颗粒二相绕流问题的源码-Stream function method based on particle two-phase fluid flow around the issue of source
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Size: 1024 |
Author: 徐晓亮 |
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Description: simple算法求解流场与二相流体运动（fortran)-simple algorithm for solving the flow field with two-phase fluid flow (fortran)
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Size: 11264 |
Author: 徐晓亮 |
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Description: 利用差分方法求解二阶微分方程！流体力学应用！-The use of second-order difference method for solving differential equations! Fluid dynamics applications!
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Size: 6144 |
Author: 陶谦 |
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Description: Burgers方程作为流体计算中的经典模型方程之一，他的理论解作为验证求解格式的重要依据！-Burgers equation as a calculation of the classical fluid model equations, one of him as a validation of the theoretical solution to solve an important basis for the format!
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Size: 1024 |
Author: wang gang |
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Description: 利用图形处理器实现实时二维流体的模拟，使用准拉格朗日法求解流体方程。-Use of graphics processors to achieve real-time two-dimensional fluid simulation, the use of quasi-Lagrangian method for solving fluid equations.
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Size: 982016 |
Author: tiantiancode |
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Description: laxwendloff算法求解流体力学问题-fluid mechanics problems laxwendloff algorithm
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Size: 216064 |
Author: 东晨 |
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Description: 使用TVD格式求解流体力学中的激波管问题-TVD format used for solving fluid dynamics in the shock tube problem
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Size: 224256 |
Author: 东晨 |
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Description: 使用WENO格式求解流体力学中的激波问题-WENO format to use for solving problems in fluid mechanics of the shock wave
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Size: 131072 |
Author: 东晨 |
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Description: 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
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Size: 199680 |
Author: ding |
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Description: 基于ausm格式的欧拉方程求解程序，附带有naca0012的翼型数据，是学习计算流体力学的好例程，费尽心思编写的，注释多多，便于阅读-Ausm format based on the Euler equation procedures, comes with naca0012 the airfoil data, computational fluid dynamics is a good learning routines, the effort to prepare, notes a lot of easy-to-read
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Size: 460800 |
Author: 袁振伟 |
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Description: 英文版的计算流体力学的入门书籍，包括流体力学入门的概念、数学模型、求解算法等等。
-English version of Introduction to computational fluid dynamics books, including Introduction to the concept of fluid dynamics, mathematical model, algorithm and so on.
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Size: 295936 |
Author: 王强 |
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Description: Level Set方法是20世纪90年代很流行的界面追踪技术,国外已有个别实例将此方法应用于不可压缩流体的计算.但其对界面具有抹圆的作用,造成梯度很大的界面失真.Particle Level Set方法可以弥补这一缺陷.在基于欧拉方法求解区域中安插了一定数量的示踪粒子，可以纠正失真效果，能够更丰富的体现流体表面的细节。-Level Set Methods 20 century 90' s are very popular interface tracking technology, foreign individual examples of this method has been applied to the calculation of incompressible fluid. But its interface has a clean round on the role, causing a lot of interface distortion gradient. Particle Level Set method can compensate for this shortcoming. Eulerian method based on area planted a number of tracer particles, can correct the distortion effect, be able to reflect the more fluid-rich surface details.
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Size: 3884032 |
Author: rockeyzhu |
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Description: 该程序为图形学中流体领域的大牛Jos stam于2003年公开发布的一个关于流体求解程序，其中就包含其半拉格朗日算法的实现。该程序为二维，相信读者拓展到三维是很容易的。-The program for the graphics in the field of fluid Daniudi Jos stam in 2003 published a fluid solver, which contains the semi-Lagrangian algorithm implementation. The program for two-dimensional, three-dimensional extended to trust the reader is very easy.
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Size: 63488 |
Author: rockeyzhu |
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Description: 流体计算流体力学作业题,具体题目看文档，中科院CFD作业题(Fluid computational fluid dynamics problems, specific topics to see documents, Chinese Academy of Sciences CFD job title)
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Size: 12760064 |
Author: 李二狗他爹
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