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迁移理论中控制参数方程的解及其方向离散化逼近的收敛性
The Solution of Control Parameter Equation and the Convergence of Discrete-Direction Approximatons in Transport Theory
【摘要】 本文对迁移理论中一类参数(称为控制参数)方程(见(Ⅰ)),给出了:当非零复参数λ=1/δ的模足够小时有解,且对该λ,用方向离散化计算所得到的解列收敛于相应的解。
【Abstract】 This paper deals with a class of parameter (called control parameter)Equations (see (Ⅰ)) If the modulus of a noa-zero complex parameter λ=1/δ is small enough,the equation has a unique solution. Furthermore, for the same λ, the discrete-direction solution series ofthe equation converges to the solution.
【关键词】 迁移理论;
控制参数;
方向离散化;
收敛性;
【Key words】 transport theory; control parameter; discrete--direction; convergence;
【Key words】 transport theory; control parameter; discrete--direction; convergence;
- 【文献出处】 南昌大学学报(理科版) ,Journal of Nanchang University(Natural Science) , 编辑部邮箱 ,1988年03期
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