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Dual-kinetic-balance approach to the Dirac equation for axially symmetric systems: Application to static and time-dependent fields

机译:轴对称系统Dirac方程的双重动力学平衡方法:在静态和时变领域中的应用

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摘要

The dual-kinetic-balance (DKB) technique was previously developed to eliminate spurious states in the finite-basis-set-based solution of the Dirac equation in central fields. In the present paper, it is extended to the Dirac equation for systems with axial symmetry. The efficiency of the method is demonstrated by the calculation of the energy spectra of hydrogenlike ions in the presence of static uniform electric ormagnetic fields. In addition, the DKB basis set is implemented to solve the time-dependent Dirac equation making use of the split-operator technique. The excitation and ionization probabilities for the hydrogenlike argon and tin ions exposed to laser pulses are evaluated.
机译:先前已经开发了双运动平衡(DKB)技术来消除中心域中Dirac方程基于有限基集的解决方案中的虚假状态。在本文中,它被推广到轴对称系统的狄拉克方程。在存在静态均匀电场或磁场的情况下,通过计算类氢离子的能谱来证明该方法的有效性。另外,利用分裂算子技术实现了DKB基集,以解决与时间相关的Dirac方程。对暴露于激光脉冲的氢样氩和锡离子的激发和电离概率进行了评估。

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