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首页> 外文期刊>Physics Reports: A Review Section of Physics Letters (Section C) >Electron-molecule collision calculations using the R-matrix method
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Electron-molecule collision calculations using the R-matrix method

机译:使用R-矩阵方法的电子-分子碰撞计算

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摘要

The R-matrix method is an embedding procedure which is based on the division of space into an inner region where the physics is complicated and an outer region for which greatly simplified equations can be solved. The method developed out of nuclear physics, where the effects of the inner region were simply parametrized, into atomic and molecular physics, where the full problem can be formulated and hopefully solved ab initio. In atomic physics R-matrix based procedures are the method of choice for the ab initio calculation of electron collision parameters. There has been a number of R-matrix procedures developed to treat the low-energy electron-molecule collision problem or particular aspects of this problem. These methods have been extended to both positron physics and the R-matrix treatment of vibrational motion. The physical basis of the R-matrix method as well as its theoretical formulation are presented. Various electron scattering models within an R-matrix formulation including static exchange, static exchange plus polarization and close coupling are described with reference to various computational implementations of the method; these are compared to similar models used within other scattering methods. The need for a balanced treatment of the target and continuum wave functions is emphasised. Extensions of close-coupling based models into the intermediate energy regime using pseudo-states is discussed, as is the adaptation of R-matrix methods to problems involving photons. The numerical realisation of the R-matrix method is based on the adaptation of quantum chemistry codes in the inner region and asymptotic electron-atom scattering programs in the outer region. Use of bound state codes in scattering calculations raises issues involving continuum basis sets, appropriate orbitals, integral evaluation, orthogonalization, Hamiltonian construction and diagonalization which need to be addressed. The algorithms developed to resolve these issues are described as are ones associated with the outer region where methods to characterize resonances have received particular attention. Results from a few illustrative calculations are discussed: (i) electron collisions with polar systems with water as an example; (ii) electron collisions with molecular ions focusing on H_3~+; (iii) electron collisions with organic species such as methane and uracil and (iv) positron-molecule collisions. Finally some outstanding issues that need to be addressed are mentioned.
机译:R-矩阵方法是一种嵌入过程,该过程基于将空间分为物理复杂的内部区域和可以求解极大简化的方程的外部区域的过程。该方法是从核物理(从内部区域的影响简单地参数化)发展到原子和分子物理的,在那里可以提出完整的问题并从头开始解决。在原子物理学中,基于R矩阵的过程是从头计算电子碰撞参数的选择方法。已经开发出许多用于处理低能电子-分子碰撞问题或该问题的特定方面的R-矩阵方法。这些方法已扩展到正电子物理学和振动运动的R矩阵处理。介绍了R矩阵方法的物理基础及其理论公式。参考该方法的各种计算实现方式,描述了R矩阵公式中的各种电子散射模型,包括静态交换,静态交换加极化和紧密耦合。将这些与其他散射方法中使用的类似模型进行比较。强调需要对目标波函数和连续波函数进行平衡处理。讨论了将基于耦合的模型扩展为使用伪态的中间能态,以及R矩阵方法对涉及光子问题的适应方法。 R-矩阵方法的数值实现是基于内部区域的量子化学代码和外部区域的渐近电子-原子散射程序的适应。在散射计算中使用绑定状态代码会引起涉及连续性基集,适当的轨道,积分求值,正交化,哈密顿构造和对角化的问题。为解决这些问题而开发的算法被描述为与外部区域相关联的算法,其中表征共振的方法受到了特别关注。讨论了一些说明性计算的结果:(i)以水为极性的电子与极性系统的碰撞; (ii)电子与分子离子聚焦H_3〜+碰撞; (iii)与有机物(例如甲烷和尿嘧啶)发生电子碰撞,以及(iv)正电子-分子碰撞。最后,提到了一些需要解决的突出问题。

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