The carbon impurity ohmic discharges on particle transport in the HT-7 tokamak

The line-integrated optical measurement of impurity radiation profiles for the study of light impurity transport is performed in the HT-7 tokamak. The carbon impurity line emissivity is obtained by Abel inversion. The radial transport behaviours of carbon impurities at different central line averaged electron densities ne are investigated in ohmic discharges. The diffusion coefficient Dk（r）, the convection velocity Wk（r） and the total flux of the impurity ions Fk decrease with the increase of ne, which shows a reduction in the impurity particle transport at higher electron densities.     

具非线性对流项扩散方程的源型解

研究主部为热传导算子的拟线性抛物型方程Cauchy问题:u_t=u_(xx) (u~n)_x,(x,t)∈S=R×(0,∞),u(x,0)=δ(x),x∈■在一维情形下源型解的存在性,唯一性,不存在性,解的渐近性和相似源型解等问题.在研究过程中,找到了一个n的临界值,即n_0=3.当0≤n相似文献   

非线性对流扩散问题的交替方向差分流线扩散法

1引言Peaceman,Douglas等人于1955年提出了差分格式的交替方向法。随后,Douglas,Dupont于1972年又提出了有限元格式的交替方向法[1]。其基本思想是:对两个或三个空间变量的二阶抛物型和双曲型问题,将交替方向法与Galerkin方法相结合,通过算子分裂技术,把高维问题转化为一系列低维问题,交替地沿各空间变量的方向求解。[2]、[3]和[4]给出了对更一般扩散问题(带对流项的抛物方程)的数值求解和误差分析。     

表面张力效应对空间和地面合金凝固行为的影响

为揭示空间微重力条件下合金的凝固特性，分别于１９９０年及１９９６年两次利用我国返回式科学试验卫星，研究了Ａｌ－Ａｌ３Ｎｉ，Ａｌ－ＲＥ等共晶和Ａｌ－Ｂｉ偏晶合金的空间凝固行为．文章结合流体物理理论和两次卫星搭载的实验结果，着重讨论了合金中的表面张力梯度驱动对流和熔滴的Ｍａｒａｎｇｏｎｉ迁移现象及其在偏晶合金地面生产中的应用．     

求解对流扩散方程的高阶ICT-MMOCAA差分方法

本文利用文[1,2]中的FCT思想，对于对流扩散问题，提出了通过插值较正传输（ICT）的高阶ICT－MMOCAA差分格式，此格式避免了[3]中基于高次（≥2）Lagrange插值的MMOCAA差分格式在解的大梯度附近产生的振荡。本文给出了格式的误差估计及数值例子。     

单面加热矩形通道热入口段层流对流换热特性的场协同分析

对单面加热矩形通道热入口段的层流对流换热问题进行了数值模拟研究,给出了不同截面比的局部努赛尔数。推导出单面加热时的场协同方程,以此分析了不同截面比下加热边界条件对努赛尔数的影响规律。     

Transportation Characteristics for a Class of Generalized N-Diffusion Equation with Convection

A suitable similarity transformation group is used to reduce the power law parabolic partial equation to a classof singular nonlinear boundary value problems. Analytical solutions and numerical solutions both are presented for the specific power law index N, conductivity and convective functions, and the associated transportation characteristics are discussed in detail.     

求解对流扩散方程的ICT-MMOCAA差分解法

Combing the ideas of FCT^[1,2]with the MMOCAA^[3],the ICT-MMOCAA difference method,in which the transport is corrected by interpolation,is established for convection diffusion problem in the paper,The new method possesses the property of general FCT schemes and it is free from oscillation,with which the large gradient problem is solved by the MMOCAA difference method based on high-order(≥2)Lagrange interpolation^[3].Because the analysis in [3]is only suit for the scheme based on linear interpolation,the analysis method difered form [3] is used for obaining the error estimates of the new method.The numerical example is given in the paper.     

非线性对流扩散方程沿特征线的多步有限体积元格式

对于二维非线性对流扩散方程构造了沿特征线方向的多步有限体积元格式．关于空间采用二次有限体积元方法离散，关于时间采用多步法进行离散，获得了O(Δt^2 h^2)形式的误差估计．本文最后给出的数值算例表明了方法的有效性．