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cavitylid-driven
- 格子Boltzmann方法 格子Boltzmann方法是为了保留格子气自动机方法的优点，克服其缺点而发展起来的方法。 特别是1992年，钱跃弘、陈十一等的开创性工作(提出LBGK模型方法)，使该方法广泛地应用到计算流体力学(单相流、多相流、多孔介质流、热对流、磁流体、反应-扩散等)。 -Lattice Boltzmann method of lattice Boltzmann method is to retain the lattice gas automata method has the
mtl_ode_sim_RK2ndmethod
- CFD（计算流体力学）中ODE下RK（RungeKutta）2的计算编程方法。-CFD (computational fluid dynamics) in the ODE under the RK (RungeKutta) 2 programming method of calculation.
EULERAUSM
- 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
Calculationofshallowwaterdynamicstheapplicationoff
- 计算浅水动力学--有限体积法的应用是计算流体力学大师谭维炎的经典著作，是学习有限体积法的一本好书-Calculation of shallow water dynamics- finite-volume method is the application of computational fluid dynamics of the classics master Dr. Yan is the finite volume method to study a good book
NND2D
- 提供计算流体力学二维欧拉方程的NND的计算源码-2D Euler NND Scheme for Computational Fluid dynamics
Anderson
- Anderson的计算流体力学入门第九章源程序，Fortran编写-Anderson' s Introduction to Computational Fluid Dynamics Chapter IX source, Fortran write
43kindoffinitedifferencemethodcode(Fortran)
- 43种计算流体力学有限差分法的格式代码 见证了计算流体力学的发展历程-43 finite difference method of computational fluid dynamics code format witnessed the course of development of computational fluid dynamics
Anderson-cfd-source
- 计算流体力学自己写的Fortran源代码-Computational fluid dynamics to write their own Fortran source code
CFD_Stanford
- 斯坦福大学计算流体力学课程代码算例，包括二维和三维流体计算程序。-Stanford Computational Fluid Dynamics Course code examples, including two-dimensional and three-dimensional fluid calculation program.
安德森计算流体力学源代码
- 安德森计算流体力学源代码（第7章管道流动nozzle）-Anderson to CFD the source code (Chapter 7 pipeline flow nozzle)
安德森/计算流体力学/fortran源代码
- 安德森/计算流体力学/fortran源代码（第八章）-Anderson/calculation of fluid mechanics/source code (Chapter VIII)
安德森/计算流体力学/fortran源代码
- 安德森/计算流体力学/fortran源代码(第十章）-Anderson/Computational Fluid Dynamics/fortran source code (Chapter)
计算Riemann精确解
- 主要解决了计算Riemann精确解问题，上述给出了所编写的一些代码，请大家給与指正(It mainly solves the problem of calculating Riemann exact solutions)
四十三种差分格式源代码（Fortran）
- 计算流体力学入门代码，共有43种算法的基础程序(Introduction to computational fluid dynamics)
CFD
- 有助于学习计算流体力学， Computational Fluid foundation and its application JohnD.Anderson 书中的例子更能帮助读者详细地理解计算流体力学的运算过程，有助于读者进行学习，并能为接下来更深入的学习打下坚实的基础(Contribute to the study of computational fluid dynamics, Computational Fluid foundation and its application JohnD
CFD-7
- 对应计算流体力学基础及应用中第7章中的例子，有助于读者学习喷管内流场的分布，为深入学习计算流体力学打下坚实的基础(Corresponding to the basis of computational fluid dynamics and the examples in the seventh chapter, it will help readers to study the distribution of the flow field in the nozzle, and lay a sol
CFD-8
- 对应计算流体力学基础及应用中第8章中的例子，有助于读者学习普朗特迈耶流动中流场的分布，为深入学习计算流体力学打下坚实的基础(Corresponding to the basis of computational fluid dynamics and the examples in the eighth chapter, it will help readers to study the flow field distribution in the Prandtl flow, and lay a
CFD-9
- 对应计算流体力学基础及应用中第8章中的例子，有助于读者学习couette流动中流场的分布，为深入学习计算流体力学打下坚实的基础(Corresponding to the basis of computational fluid dynamics and the examples in the eighth chapter, it will help readers to study the distribution of flow field in Couette flow, and lay a
CFD-10
- 对应计算流体力学基础及应用中第8章中的例子，有助于读者学习超声速外略平板流动中流场的分布，为深入学习计算流体力学打下坚实的基础(Corresponding to the basis of computational fluid dynamics and the examples in the eighth chapter, it will help readers to study the flow field distribution in supersonic flow in a sligh
chapter7
- 该程序是约翰 D. 安德森（John D. Anderson）所著的《计算流体力学基础及其应用》（Computational Fluid Dynamics）第七章的拟一维喷管流动数值解的程序。(This code is developed to solve the quasi one dimensional nozzle flow problem in the Chapter 7 of Computational Fluid Dynamics writen by John D. Anderson