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Charge-Current Output in Plasma-Immersed Hydrogen Atom with Noncentral Interaction
Annalen Der Physik ( IF 2.4 ) Pub Date : 2021-08-27 , DOI: 10.1002/andp.202100111
Mustafa Kemal Bahar 1
Affiliation  

A theoretical investigation on the charge-currents and induced magnetizations of hydrogen atoms with noncentral interaction, immersed in a plasma environment, under the influence of spherical encompassing is performed. The Hartmann potential for noncentral interaction is considered, but it is modified due to the plasma-embedded hydrogen atom. The interactions in plasma are delineated by keeping in view the more general exponential cosine screened Coulomb (MGECSC) potential which reproduces more general and detailed outcomes. The shielding effect of the plasma environment is regarded by modifying the Hartmann potential through the MGECSC potential. Thus, the hydrogen atom is considered to be under the influence of the plasma modified Hartmann (PMH) potential. While the numerical tridiagonal matrix method (TMM) is employed due to the difficulty of analytical solution to the radial wave equation in nonrelativistic scheme including PMH potential, a hybrid solution technique is preferred by using asymptotic iteration method (AIM) to solve the angular wave equation. This study provides a detailed analysis of the plasma shielding, spherical confinement, and noncentral effect on the production and control of charge-currents and induced magnetizations. In this analysis, the altenativeness to each other of the plasma environment, spherical encompassing, and noncentral effect is also evaluated, and suggestions are made for related application studies.

中文翻译:

具有非中心相互作用的等离子体浸没氢原子中的电荷电流输出

对浸入等离子体环境中、在球形包围的影响下具有非中心相互作用的氢原子的充电电流和感应磁化强度进行了理论研究。考虑了非中心相互作用的哈特曼势,但由于等离子体嵌入的氢原子,它被修改。血浆中的相互作用是通过考虑更一般的指数余弦筛选库仑 (MGECSC) 势来描绘的,该势能再现更一般和详细的结果。通过 MGECSC 电位修改 Hartmann 电位来考虑等离子体环境的屏蔽效应。因此,氢原子被认为是受到等离子体修正哈特曼 (PMH) 电位的影响。由于在包括 PMH 势在内的非相对论方案中径向波动方程的解析解困难,因此采用数值三对角矩阵法 (TMM),但首选混合求解技术,使用渐近迭代法 (AIM) 求解角波动方程. 本研究详细分析了等离子体屏蔽、球形限制以及对充电电流和感应磁化的产生和控制的非中心效应。在此分析中,还评估了等离子体环境、球形包围和非中心效应的相互替代性,并为相关应用研究提出建议。通过使用渐近迭代法 (AIM) 来求解角波动方程,混合求解技术是首选。本研究详细分析了等离子体屏蔽、球形限制以及对充电电流和感应磁化的产生和控制的非中心效应。在此分析中,还评估了等离子体环境、球形包围和非中心效应的相互替代性,并为相关应用研究提出建议。通过使用渐近迭代法 (AIM) 来求解角波动方程,混合求解技术是首选。本研究详细分析了等离子体屏蔽、球形限制以及对充电电流和感应磁化的产生和控制的非中心效应。在此分析中,还评估了等离子体环境、球形包围和非中心效应的相互替代性,并为相关应用研究提出建议。
更新日期:2021-08-27
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