Schwinger-Zwanziger双子到四元数的推广
Generalization of Schwinger-Zwanziger Dyon to Quaternion
摘要：
在假设电磁学中存在磁偶子和引力相互作用中存在Heavlodian单极子的基础上，将双子的Schwinger-Zwanziger公式简单而一致地推广到四元数，发展了一个引力-电磁统一理论。本文从不同电荷上的四种类洛仑兹力出发，推广了Schwinger-Zwanziger量子化参数，得到了双子和引力-双子（即引力-电磁）统一场的角动量。把统一电荷作为四元数，重新建立了电、磁、引力和与引力电磁有关的Heavidian四种电荷动力学的显协变和自洽理论。PACS编号：14.80 Hv.
英文摘要：
Postulating the existence of magnetic monopole in electromagnetism and Heavisidian monopoles in gravitational interactions, a unified theory of gravi-electromagnetism has been developed on generalizing the Schwinger-Zwanziger formulation of dyon to quaternion in simple and consistent manner. Starting with the four Lorentz like forces on different charges, we have generalized the Schwinger-Zwanziger quantization parameters in order to obtain the angular momentum for unified fields of dyons and gravito-dyons (i.e. Gravi-electromagnetism). Taking the unified charge as quaternion, we have reformulated manifestly covariant and consistent theory for the dynamics of four charges namely electric, magnetic, gravitational and Heavisidian associated with gravi electromagnetism. PACS No: 14.80 Hv.
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