摘要
本文介绍了具有椭圆环几何处理能力的组合几何包CGT。它是由组合几何包CG发展而来的。CGT包可移植到那些使用CG包的程序中使这些程序也具有处理椭圆环几何的能力。MORSE—CGT程序可解椭圆环系统、椭圆环与椭圆环或CG包中其它物体任意有限组合生成系统内中子、光子或中子—光子耦合输运问题和依赖时间的屏蔽和临界问题。还可为TOKAMAK聚变、裂变混合堆作包层设计和屏蔽计算。
This paper introduces the combinatorial geometry package CGT with the capability of the torus geometric treatment. It is get by developing the combinatorial geometry package CG. The CGT package can be transplanted to those codes which the CG package is being used and makes them also with the capability. The MORSE -CGT code can be used to solve the neutron, gamma -ray or coupled neutron -gamma -ray transport problems and time dependence for both shielding and criticality problems in torus system or system which is produced by arbitrary finite combining torus with torus or other bodies in CG package and it can also be used to design the blanket and compute shielding for TOKAMAK Fusion -Fission Hybrid Reactor.
出处
《计算物理》
CSCD
北大核心
1990年第3期375-384,共10页
Chinese Journal of Computational Physics
关键词
椭圆环
组合几何
辐射
屏蔽
combinatorial geometry, radiation shielding, Monte Carlo, elliptical torus.