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CFD2_lc_MUSCL
- 有限体积法求解一维欧拉方程，采用二阶MUSCL迎风格式，计算一维等熵喷管的流程，喷管扩张段有正激波。有助于理解和学习MUSCL格式
muscl
- 基于muscl格式一维喷管流动计算，格式采用参数η取为0 的Van Leer限量因子。-muscl
charpt7_5
- 安德森《计算流体力学及其应用》第七章拟一维喷管流动的数值解 7.5节 再论亚声速—超声速等熵喷管流动的CFD解法。自己编写matlab源代码。-Anderson the computational fluid mechanics and its application "chapter 7 quasi one-dimensional nozzle flow numerical solution of section 7.5 then theory subsonic- supersoni
Chapter7
- John D. Anerdson《计算流体力学基础及其应用》 第7章：拟一维喷管流动的数值解。自己编写的Matlab源代码。-The John D. Anerdson " Computational Fluid Dynamics foundation and its applications," Chapter 7: Proposed numerical solution of one-dimensional nozzle flow. I have written Matlab
Charpt7_3
- 安德森《计算流体力学及其应用》第七章拟一维喷管流动的数值解 7.3节 亚声速—超声速等熵喷管流动的CFD解法 。
Lawaer1
- 准一维，拉瓦尔喷管亚-超声速非守恒型方程求解-Quasi one dimensional, sub- Lawal nozzle supersonic non solution of the conservation equations
Lawaer2
- 准一维，拉瓦尔喷管全亚声速非守恒型方程求解-Quasi one dimensional, Lawal nozzle subsonic non conservation equation
Lawaer3
- 准一维，拉瓦尔喷管亚-超声速守恒型方程求解-Quasi one dimensional, sub- Lawal nozzle supersonic conservation equation
Lawaer4
- 准一维，拉瓦尔喷管激波捕捉守恒型方程求解-Quasi one dimensional nozzle, Lawal shock capturing solving the conservation equations
wave
- 数值模拟一维喷管流动的数值解，用matlab进行编程计算-A numerical solution for the flow of one-dimensional nozzle is numerically simulated, and the MATLAB is used for programming.
maccormack_test
- 拟一维喷管流动的数值解法-Numerical solution of quasi one-dimensional nozzle flow
mccormack_subsonic_supersonic
- 采用麦克马克方法计算非守恒型一维等熵喷管流动-McCormack calculated using non-conservative one-dimensional isentropic nozzle flow
拟一维喷管流动的数值解法(MATLAB)代码
- MacCormack差分格式进行求解变截面喷管流动(MacCormack difference scheme for variable cross-section nozzle flow)
计算流体力学基础及应用（Anderson）算例一：拟一维喷管流动的数值解Matlab代码
- 压缩文件内是“拟一维喷管流动的数值解”Matlab程序实现。包括非守恒型控制方程的亚声速-超声速等熵喷管流动、守恒型控制方程的亚声速-超声速等熵喷管流动、全亚声速等熵喷管流动和带有正激波的亚声速-超声速等熵喷管流动这四个算例。适用于CFD入门阶段的学习。