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proj3
- MIT--航空航天工程中的计算方法_有限元方法实例——涡轮叶片传热 MIT公开课程--航空航天工程中的计算方法 这门课程适用于在航空和航天工程中出现的计算方法的入门学习。其应用是从航空宇宙结构，空气动力学，动力学和控制，和航空宇宙系统选出的。其技术包括：常微分方程系统的数值积分；偏微分方程式的有限差分,有限体积, 和有限元的离散化；数值线性代数；本征值问题和带有约束的最优化。 -MIT- Aerospace En
jc
- 有限容积法对非稳态传热偏微分方程进行离散，方程组的求解采用高斯-赛德尔迭代法- differential equation were discretized by an implicit finite-difference method, and the aforementioned simulative equations were solved numerically using the Gauss-Seidel method
a20171031copy
- 二维热传导方程，偏微分方程求解，环形盘片接触摩擦生热计算温度(Solving partial differential equation of two dimensional heat conduction equation)
前人2
- 盘面摩擦生热，二维偏微分方程，传热学基本方程求解(Solving partial differential equation of two dimensional heat conduction equation)
temperature_distribution
- 传热学基本方程，二维偏微分方程求解，无热原，摩擦热边界(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
20171027温度场模型
- 二维偏微分方程求解，传热学基本公式，无热原，摩擦盘片(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
separate1_temperature_distribution_y
- 温度场偏微分方程，盘面摩擦，二维，无热原(The basic equations of heat transfer are solved by two - dimensional partial differential equations, without pyrogen and frictional thermal boundaries)
heattransfer
- 用有限差分法解决传热方程，并用matlab编程，可轻松移植解决其他偏微分方程。(The finite difference method is used to solve the heat transfer equation, and the other partial differential equations can be easily transplanted by MATLAB programming.)