Electromagnetic Gauges and Maxwell Lagrangians Applied to the Determination of Curvature in the Space-Time and their Applications
Electromagnetic Gauges and Maxwell Lagrangians Applied to the Determination of Curvature in the Space-Time and their Applications
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电磁规和麦克斯韦拉格朗日量测定时空曲率及其应用
DOI：
10.4236/jemaa.2012.46035
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发表时间：
2012
期刊：
影响因子：
--
通讯作者：
F. Bulnes
中科院分区：
文献类型：
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作者：
F. Bulnes
如果我们考虑哈密顿体系中电磁场的有限作用量，并将测地线的矢量丛用于电荷的运动，（连接），测量这些测地线上的几何空间的曲率（利用这些点（电荷）与引力场的无限零作用产生的光（背景））我们可以通过电磁场环境中的规范建立曲率的模型。特别是，当它即将从粒子之间的相互作用使空间扭曲的曲率以量子化的形式进行时，这种观点是有用的。这说明时空中的曲率和挠率效应是作为光子传播中的反向反应效应在量子维中产生的。这也允许通过光场变形的引力的观测验证和编码。使用可观察到的效应，如扭曲获得的理论信息被用来建立在这个拉格朗日上下文内的分类有用的空间的电动配置的描述不同的相互作用的领域在宇宙中与重力。我们提出并设计了一个曲率探测器，它利用了通过扭曲的三维球体发展的时空的宇宙审查器。展示了所用方法的一些技术应用。
If we consider the finite actions of electromagnetic fields in Hamiltonian regime and use vector bundles of geodesic in movement of the charges with a shape operator (connection) that measures the curvature of a geometrical space on these geodesic (using the light caused from these points (charges) acting with the infinite null of gravitational field (background)) we can establish a model of the curvature through gauges inside the electromagnetic context. In partular this point of view is useful when it is about to go on in a quantized version from the curvature where the space is distorted by the interactions between particles. This demonstrates that curvature and torsion effect in the space-time are caused in the quantum dimension as back-reaction effects in photon propagation. Also this permits the observational verification and encodes of the gravity through of light fields deformations. The much theoretical information obtained using the observable effects like distortions is used to establish inside this Lagrangian context a classification of useful spaces of electro-dynamic configuration for the description of different interactions of field in the Universe related with gravity. We propose and design one detector of curvature using a cosmic censor of the space-time developed through distortional 3-dimensional sphere. Some technological applications of the used methods are exhibited.