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计算流－一维激波管（一维Riemann问题数值解法与计算程序）-Calculated flow- a one-dimensional shock tube (numerical solution of one-dimensional Riemann problem with the calculation procedures)
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Euler Ideal Fluid System 1D with Finite Volume Method with 3 test problems.
1) Sod Shock Tube Riemann Problem
2) Woodward Collela Blast Wave
3) Two Shock Interaction
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利用fortran语言编写的通过beamwarming差分格式求解一维激波管黎曼问题。-Fortran language through beamwarming difference scheme for solving one-dimensional shock tube Riemann problem.
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用matlab编写的TVD格式一维激波管问题，包含黎曼问题精确解，Hll格式和Roe格式，采用minmod，vanleer等多种限制器-TVD scheme using matlab one-dimensional shock tube problems, including Riemann problem exact solution, Hll formats and Roe format using minmod, vanleer other limiters
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一维黎曼激波管问题 NND格式 欧拉方程-One dimension Riemann Shock-wave tube problem . NND scheme Eular Equation
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流体力学 有限差分 激波管中激波传播问题的求解 Roe方法 没有考虑反射问题-Roe finite difference method for solving hydrodynamic shock tube shock wave propagation problems without considering the reflection problem
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CFD入门小程序，矢通量分离法计算一维激波管问题。初学小白自己编写-one-dimentional shock wave tube problem solved by FVS method
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此程序为物质点法求解一维激波管问题的fortran90程序-This procedure for solving the problem of one-dimensional shock tube method for the material point fortran90 program
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sod 激波管问题的简单实现，包括weno3和weno5，makefile可正常运行，方便使用(Sod shock tube simple implementation of the problem, including weno3 and weno5, makefile can be normal operation, easy to use)
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Fortran语言解决一维激波管问题，本程序为Lax-Wendrrof格式(Fortran language to solve one-dimensional shock tube problem, this program is Lax-Wendrrof format)
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Fortran语言解决一维激波管问题，本程序为MacCormack格式(Fortran language to solve one-dimensional shock tube problem, this program is MacCormack format)
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C语言编程解决一维激波管问题，本程序为精确解。((One dimensional shock tube problem in C programming))
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本程序用于求解一维无粘可压缩欧拉方程（激波管问题）
运用Dummy Cell处理边界条件;
通量计算方式: AUSM Scheme;
重构方法：MUSCL方法
限制器：Van Albada限制器
时间离散：四步Runge-Kutta方法(his program is used to solve one dimensional inviscid compressible Euler equation (shock tube problem) Application
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Shock tube problem solved using SPH
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本程序源码为用C语言编写的一维激波管问题计算程序(1d sod shock tube problem)
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一维黎曼问题，一维问题，即激波管问题，是一个典型的一维可压缩无黏气体动力学问题，并有 解析解。对它采用二阶精度两步差分格式进行数值求解。(Riemann problem, One dimensional problem, the shock tube problem, is a typical one-dimensional compressible non viscous gas dynamic problem with analytic solutions. It is solved num
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通过求解黎曼问题来解决一维Sod激波管问题，没有考虑温度因素，包括对密度、速度、压强三个物理属性的计算。(Riemann solution of one dimensional Sod shock tube problem)
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采用matlab计算一维SOD激波管问题程序，采用了有限差分格式(One dimensional SOD shock tube problem is calculated by MATLAB, and the finite difference scheme is adopted.)
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sod激波管问题，x<0:(u,ρ,p)=(0,1,1);x≥0:(u,ρ,p)=(0,0.125,0.1),画出t=0.14时刻的u,ρ,p曲线.(The Sod shock tube problem, named after Gary A. Sod, is a common test for the accuracy of computational fluid codes, like Riemann solvers, and was heavily investigated by S
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一维激波管问题精确解，内设置五种情况，程序内给定的初始条件可改(Exact solution of one-dimensional shock tube problem
Accurate solution of Riemann problem)
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