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电离室微分方程的数值解:平行平面和球形几何结构

Numerical solutions of differential equations of an ionization chamber: plane-parallel and spherical geometry.

作者信息

Novković D, Tomasević M, Subotić K

机构信息

Institute of Nuclear Sciences VINCA, Belgrade, Yugoslavia.

出版信息

Phys Med Biol. 1998 Mar;43(3):559-75. doi: 10.1088/0031-9155/43/3/008.

Abstract

A system of reduced differential equations generally valid for plane-parallel, cylindrical and spherical ionization chambers, which is appropriate for numerical solution, has been derived. The system has been solved numerically for plane-parallel and spherical ionization chambers filled with air. The comparison of the calculated results of Armstrong and Tate, for plane-parallel ionization chambers, and Sprinkle and Tate, for spherical ionization chambers, with the present calculations has shown a good agreement. The calculated values for ionization chambers filled with CO2 were also in good agreement with the experimental data of Moriuchi et al.

摘要

已推导了一个通常对平行板、圆柱形和球形电离室有效的简化微分方程组,该方程组适合数值求解。已对充满空气的平行板和球形电离室进行了数值求解。将阿姆斯特朗和泰特针对平行板电离室以及斯普林克尔和泰特针对球形电离室的计算结果与当前计算结果进行比较,结果显示吻合良好。充满二氧化碳的电离室的计算值也与森内uchi等人的实验数据吻合良好。

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