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顶盖驱动流
- 用LBM代码编写的顶盖驱动流程序，编程软件为Visual C++
顶盖驱动VB程序
- 顶盖驱动VB程序，流体力学模拟类
flow.rar
- 顶盖驱动流（lid friven flow）格子Boltzmann模拟程序代码，对于开始研究格子Boltzmann方法的学者来说，非常具有学习研究价值，这是一个可以直接编译运行的VC++程序。顶盖驱动流是计算流体力学方面一个经典的问题，也是一个不可压缩流的校核算例入门！希望能够对大家有所帮助。,This is a source code of lid friven flow simulation based on Lattice Boltzmann method. It is very valu
collocatedgrids.rar
- 同位网格顶盖驱动流数值模拟simple算法,Collocated grid lid-driven flow simulation of simple
MRT lid driven cavity
- 基于多松弛因子的LB方法，运用C++编写方腔顶盖驱动流，计算方腔内流体的流场(Based on the LB method with multiple relaxation factors, the flow field of the square cavity top cover is written by C++, and the flow field of the fluid in the square cavity is calculated)
顶盖驱动流
- 何雅玲格子玻尔兹曼原理与应用书后D2Q9二维顶盖驱动流C++源程序(D2Q9 two-dimensional roof drive flow C++ source program)
lid driven flow
- Lbm用于模拟顶盖驱动流 强制对流 碰撞迁移过程(LBM for lid driven flow)
顶盖驱动流LBM模拟
- 用格子boltzmann方法模拟顶盖驱动流算例(Simulation of top cover driving flow with lattice Boltzmann method)
C++LBM顶盖驱动流
- 模拟顶盖驱动流，为LBM模型下的纯流动情况(thanks for helping you)
CPP
- 二维顶盖驱动流模拟，在Ｒｅ为１０００时的模拟程序(Two dimensional driving flow simulation of top cover, simulation program at Re 1000)
C++LBM顶盖驱动流
- fortran语言，，顶盖驱动流，格子Boltzmann方法(fortran code lattice Boltzmann method D2G9)
D2Q9模型顶盖驱动流C语言程序
- 《格子Boltzmann方法的理论与应用》附录里的C++程序转换为C程序，供初学LBM批评指正
顶盖驱动流
- 顶盖驱动流是不可压缩黏性的典型流动，可以用来检验各种数值算法计算精度和可靠性，目前尚不能求得它的解析解。基于Fortran 编程，采用 SIMPLE 算法求解二维方腔流动，得到流动达到稳定状态时各物理量的分布。(Lid-driven cavity flow is an incompressible viscous flow, which can be used to test the accuracy and reliability of various numerical algorithms
顶盖驱动流的格子Boltzmann模拟代码
- 顶盖驱动流的格子Boltzmann模拟代码
顶盖驱动2维模型LBM代码
- 顶盖驱动2维模型LBM代码，适合初学者了解LBM程序实现
顶盖驱动流
- LBM入门顶盖驱动流的c++程序，LBM的初学者可以用于自己程序的参考(The C + + program of LBM entry top drive flow)
Boltzmann顶盖驱动流
- 基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。基于LbM顶盖驱动流。
顶盖驱动流
- LBM 顶盖驱动流，何老师书中算例，加了一些注释(LBM lid Drive Flow, A Case in Mrs. He's Book, with some notes)
lid_driven
- 用Python编写的顶盖驱动流模型，边界采用非平衡外推得到。(The top drive flow model is written in Python, and the boundary is obtained by non-equilibrium extrapolation.)
源1
- 求解不可压缩流动的涡量-流函数方法，顶盖驱动下的方腔内的流动(Solving the head drive flow)