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BREIT code: Analytical solution of the balance rate equations for charge-state evolutions of heavy-ion beams in matter

机译:BREIT代码:物质中重离子束的电荷态演化的平衡速率方程的解析解

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摘要

A detailed description of a recently developed BREIT computer code (Balance Rate Equations of Ion Transportation) for calculating charge-state fractions of ion beams passing through matter is presented. The code is based on the analytical solutions of the differential balance equations for the charge-state fractions as a function of the target thickness and can be used for calculating the ion evolutions in gaseous, solid and plasma targets. The BREIT code is available on-line and requires the charge-changing cross sections and initial conditions in the input file. The eigenvalue decomposition method, applied to obtain the analytical solutions of the rate equations, is described in the paper. Calculations of non-equilibrium and equilibrium charge-state fractions, performed by the BREIT code, are compared with experimental data and results of other codes for ion beams in gaseous and solid targets. Ability and limitations of the BREIT code are discussed in detail.
机译:介绍了最近开发的用于计算穿过物质的离子束的电荷状态分数的BREIT计算机代码(离子迁移平衡速率方程)的详细描述。该代码基于作为目标厚度函数的电荷状态分数的微分平衡方程的解析解,并且可用于计算气体,固体和等离子体靶中的离子演化。 BREIT代码可在线获得,并且需要输入文件中的电荷变化截面和初始条件。本文描述了用于获得速率方程解析解的特征值分解方法。将BREIT代码执行的非平衡和平衡电荷状态分数的计算与气态和固态目标中离子束的实验数据和其他代码的结果进行比较。详细讨论了BREIT代码的功能和局限性。

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