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Coplanar (e, 3e) differential cross-section of He atom

机译:He原子的共面(e,3e)微分截面

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We present in this paper the results of our calculation of five-fold differential cross-section (FDCS) for (e, 3e) process on He atom in low momentum transfer and high electron impact energy in shake-off mechanism. The formalism has been developed in Born approximation using plane waves, Byron and Joachain as well as Le Sech and correlated BBK-type wave functions respectively for incident and scattered, bound and ejected electrons. The angular distribution of FDCS of our calculation is presented in various modes of coplanar geometry and comparison is made with the available experimental data. We observe that the present calculation is able to reproduce the trend of the experimental data. However, it differs in magnitude from the experiment. The present theory does not predict four-peak structure in summed mutual angle mode for lower excess ejected electron energies. We also discuss the importance of momentum transfer, post-collision interaction (PCI) and ion participation in the (e, 3e) process in constant θ_(12) mode.
机译:我们在本文中给出了在低动量传递和高电子碰撞能中He原子上(e,3e)过程的五倍微分截面(FDCS)计算结果。形式主义已在Born近似中使用平面波,Byron和Joachain以及Le Sech和相关的BBK型波函数分别针对入射和散射,束缚和喷射电子进行了开发。我们计算的FDCS的角分布以共面几何的各种模式表示,并与可用的实验数据进行比较。我们观察到,当前的计算能够再现实验数据的趋势。但是,它的大小与实验不同。本理论并未针对较低的多余喷射电子能量以求和的互角模式预测四峰结构。我们还讨论了以恒定θ_(12)模式在(e,3e)过程中动量传递,碰撞后相互作用(PCI)和离子参与的重要性。

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