搜索资源列表
Krylov
- Krylov子空间方法及其并行计算,流体力学计算,结构有限元分析。-Krylov subspace methods and parallel computing, computational fluid dynamics, finite element analysis.
lns
- 流体力学中,用牛顿迭代法计算雷诺数,并画雷诺图!-Fluid mechanics, the figure of Reynolds number on the picture!
SPH-3D
- SPH新型数值方法,作为下一代数值模拟的新方法,光滑粒子流体动力学(SPH)源程序,采用Fortran语言编写,用于计算可压缩流体力学问题-SPH model numerical method, as a new method for the next generation of numerical simulation, smooth particle hydrodynamics (SPH) source code, written using FORTRAN for calculation
homework-6-TVD
- 计算一维浅水方程,采用TVD格式,Matlab语言编写,高等流体力学作业。- Calculation of one-dimensional EULER equations using TVD scheme
shus
- 本程序用以解决流体力学中2维激波管问题,采用的计算格式有SHUS(simple high-order upwind scheme) 格式和van-Leer格式-CFD,2-D shock-tube problem,simple high-order scheme(SHUS),van-Leer scheme.
fourth_assignment1
- 采用有限差分法计算给定初始条件和边界条件的流体力学方程-Using the finite difference method given initial and boundary conditions of hydrodynamic equations
123
- 格子Boltzmann方法(Lattice Boltzmann Method, LBM)是近年来得到迅速发展并具有广阔应用前景的数值模拟方法。与基于连续介质假设的传统流体力学计算方法不同,LBM是从介观层次的流体粒子出发,基于动理学模型,假设这些流体粒子按规定的格线方向进行迁移碰撞相互作用,经过演化计算后得出符合物理规律的数值结果。与其它传统数值方法相比,LBM在复杂边界及几何条件、多相流模拟等方面具有明显的优势。并且LBM具有算法简单,容易编程实现的特点,非常适用于大规模并行计算。-Latti
welding_DUF
- 焊接领域的流体力学仿真计算,采用ANSYS fluent 编写的UDF,适用于初级教学或者入门级学者进行分享学习-Fluid dynamics simulation field of welding, using UDF ANSYS fluent written to share learning applies to primary education or entry-level academics
yijieyingfa
- 计算数学中流体力学的经典例子一维无粘性burger方程(A classic example of fluid mechanics in Computational Mathematics: one-dimensional inviscid burger equations)
WAMIT theory manual
- 基于流体力学势流理论计算波浪载荷程序开发的理论手册(theory manual for the development of programs for water wave loads evaluation based on potential theory in fluid dynamics.)
welding_udf
- 焊接领域的流体力学仿真计算,采用ANSYS fluent 编写的udf,适用于初级教学或者入门级学者进行分享学习(Fluid dynamics simulation calculation in welding field, using UDF written by ANSYS fluent, suitable for primary teaching or entry-level scholars to share learning)
nodal-dg-master
- 图书交点间断Galerkin方法:算法、分析与应用中的matlab源程序,包括一维、二维和三维的一些算例。交点间断Galerkin方法相比传统的有限差分法和有限体积法,可提供更精确的数值求解,在流体力学的数值计算有着广泛的应用。(The source code of Intersection Discontinuous Galerkin Method: Algorithms, Analysis and Applications includes one-dimensional, two-dime
有限元算例二维传热问题
- 流体力学边值问题计算中的有限元方法,C++编程资料(Finite element method in the calculation of boundary value problems in fluid mechanics, C + + programming data)
粘性方腔不可压流动
- 利用matlab实现流体力学中经典算例:二维粘性方腔不可压流动的计算。(Matlab is used to calculate the incompressible flow in a two-dimensional viscous square cavity.)