2) Conduction-convection problems
热传导-对流问题
1.
In this paper, a Galerkin/Petrov-least squares mixed finite element method for the stationary conduction-convection problems is presented and analyzed.
引言 热传导-对流问题是大气动力学中的一个重要的方程,这个方程组也称为强迫耗散的非线性系统方程组,其较Navier-Stokes方程多了一个未知函数温度场,且温度与速度和压力之间存在着复杂的非线性关系。
2.
In this paper, a nonlinear Galerkin mixed element method, a Galerkin/Petrov-least squares-type mixed finite element method and a nonlinear Galerkin/Petrov-least squares mixed element method for the stationary conduction-convection problems are presented and analyzed, respectively.
本文分别给出了定常的热传导-对流问题的非线性Galerkin混合元法、Galerkin/Petrov最小二乘混合元法和非线性Galerkin/Petrov最小二乘混合元法，并证明这些方法的解的存在唯一性和收敛性。
3) coupled thermal conduction and convection transfer
耦合热传导对流
1.
2m depth are modeled with the methods of thermal conduction alone and coupled thermal conduction and convection transfer.
2m土壤温度进行了数值模拟，并对两种方法进行了比较；用耦合热传导对流方法分阶段计算得到那曲地区0。
4) conduction-convection equations
热传导对流方程
1.
In this work,the nonstationary conduction-convection equations are studied with singular value decomposition and proper orthogonal decomposition(POD).
本文用奇值分解和特征投影分解(proper orthogonal decomposition,简记为POD)研究热传导对流方程,导出其基于POD的一种简化的差分格式,并分析通常的差分格式的解和基于POD的简化的差分格式的解之间的误差估计。
5) convection conduction dry
对流传导干燥
6) thermal conduction-convection algorithm
热传导-对流方法
1.
,thermal conduction algorithm combined with mathematical fitting method and thermal conduction-convection algorithm) in order to better understand the physical property and procedures of the soil over the Loess Plateau quantitatively and to form a basis of improvements of soil temperature diagnosis in land surface models.
本文还利用热传导-对流方法计算0。
补充资料：感觉传导途径 1脊髓断面标示主要传导束的位置
李瑞端绘
[图]
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条