论文标题
有效Dirac代数的完整度量研究
The complete metric study of effective Dirac algebra
论文作者
论文摘要
遵循上一篇关于有效狄拉克代数的研究以及简单的相对论氢原子特殊情况的指标的工作，本文给出了由dirac和weyl呈现中有效的dirac代数定义的完整度量研究，表明相关电磁相互作用可以使平面背景距离平坦的$ $ $η_cul cul cul cul cul cul cul cul cul cul cul cul cul cul cul} $ necultimect。弯曲的度量可以很好地分解为两个部分，即平面时空度量标准和投影张量的纯校正。我们发现弯曲度量与所选的表示无关。
Following our work from the previous paper about the study of effective Dirac algebra and the metric of the simple, special case of relativistic hydrogen atom, this paper gives the complete metric study defined by the effective Dirac algebra in the Dirac and Weyl presentation, showing that relativistic electromagnetic interaction gives the correction of the flat background metric $η_{μν}$, thus curving spacetime. The curved metric can be nicely broken down into two parts, the pure correction on the flat spacetime metric and the projection tensor. We find that the curved metric is independent of the representation chosen.
