论文标题

心电方程的真实标量场星(包括物质)

Real scalar field stars of the EKG equations including matter

论文作者

de Oca, Alejandro Cabo Montes, Fontanella, Duvier Suarez

论文摘要

对于真实标量场的静态(非固定)溶液(包括物质)的静态(EKG)方程。考虑到与物质的标量场相互作用。引入的耦合允许存在与实际标量场和重力更简单的心电方程相对的静态溶液。令人惊讶的是,当被考虑的物质是光子样气体时,事实证明,在大径向距离处的重力场强度几乎变为恒定,在任何距离的任何距离上都向小体施加了大约固定的力。该效果显然与光子样场的无质量特征有关。还认为,重力场可以产生边界吸引力,可以避免与此处获得的溶液的半径无限的质量增加。如果验证了这种现象,可以提供一种可能解释与暗物质相关的引力潜能如何的可能机制。为了进一步研究,一种评估这些光子边界效应的方法。

Static (not stationary) solutions of the Einstein-Klein-Gordon (EKG) equations including matter are obtained for real scalar fields. The scalar field interaction with matter is considered. The introduced coupling allows the existence of static solutions in contraposition with the case of the simpler EKG equations for real scalar fields and gravity. Surprisingly, when the considered matter is a photon-like gas, it turns out that the gravitational field intensity at large radial distances becomes nearly a constant, exerting an approximately fixed force to small bodies at any distance. The effect is clearly related with the massless character of the photon-like field. It is also argued that the gravitational field can generate a bounding attraction, that could avoid the unlimited increase in mass with the radius of the obtained here solution. This phenomenon, if verified, may furnish a possible mechanism for explaining how the increasing gravitational potential associated to dark matter, finally decays at large distances from the galaxies. A method for evaluating these photon bounding effects is just formulated in order to be further investigated.

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