论文标题

临时奇异性和斧头:一种挑战电荷保护的分析解决方案

Temporary Singularities and Axions: an analytic solution that challenges charge conservation

论文作者

Gratus, Jonathan, Kinsler, Paul, McCall, Martin W.

论文摘要

我们通过基于[物理基础49,330(2019)]所证明的可能性来建立违反全球指控保护的麦克斯韦方程的分析解决方案。该结构对于包含临时奇异性和包含所提出的“拓扑”轴承场的麦克斯韦电动力学的时空有效。因此,它表明,尽管“物理学会崩溃”以奇异性,但时空上的物理定律仍然对发生的事情施加限制。此外,可以应用转换光学的概念以表明我们的特定数学解决方案具有更大的适用性。

We construct an analytic solution to Maxwell's equations that violates global charge conservation, by building on the possibilities demonstrated in [Foundations of Physics 49, 330 (2019)]. The construction is valid for a spacetime containing a temporary singularity and a Maxwellian electrodynamics containing a proposed "topological" axion field. As such, it demonstrates that although "physics breaks down" at a singularity, the physical laws on the spacetime still impose constraints on what can happen. Further, the concepts of transformation optics can be applied to show that our specific mathematical solution has a much wider applicability.

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