Physically consistent metrics with independent parameters instead of standard metrics with unphysical consequences. 1. Charged sources

Zahid Zakir
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Abstract

The metric around a ball with a surface charge, obtained from the Einstein-Maxwell equations, has three independent parameters – the charge, surface radius and the ball’s gravitational radius, equal to the gravitational radius of the matter. The electric field energy there is only outside the ball and contributes to the metric with the same sign as matter. Therefore, an increase in charge enhances the effects of gravity, increasing the radii of orbits and shadows, redshifts and deflection angles. At the collapse, in the rest frame of the center, the surface freezes above the ball’s gravitational radius, and the inner layers freeze above the gravitational radius of the matter inside them, i.e. the collapsed ball becomes not a black hole, but a frozar, an object with a gravitationally frozen structure. The frozar’s metric follows from the ball’s metric as its surface tends to the gravitational radius and thus contains two parameters instead of three. The frozar’s charge is located over the gravitational radius and its total mass, as for the ball, is finite. Observable consequences of the frozar metric are the same as for the ball. On the contrary, in the black hole theory, the Reissner-Nordström metric contains the total mass at infinity, which depends on the charge and diverges, since it includes the energy of the electric field diverging for a point charge. To ignore this divergence, the total mass was renormalized and replaced with the “observable” mass. Then, already by mistake, the dependence of the total mass on charge was missed. The result of this double disregard was a number of unphysical consequences, inverse to the case of the ball, which complicated the physical picture. It was argued that there are two horizons and the increase in charge weakens the gravity by decreasing the gravitational radius and observable effects of gravity, such as redshifts, radii of orbits and shadows, i.e. it was seriously stated that the positive energy of the electric field antigravitates, which is physically absurd.
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具有独立参数的物理一致度量,而不是具有非物理结果的标准度量。1. 带电的来源
根据爱因斯坦-麦克斯韦方程,一个表面带电荷的球周围的度规有三个独立的参数——电荷、表面半径和球的引力半径(等于物质的引力半径)。那里的电场能量只在球的外面,对度规的贡献与物质的符号相同。因此,电荷的增加增强了重力的影响,增加了轨道和阴影的半径、红移和偏转角。在坍缩时,在中心的静止框架中,表面冻结在球的引力半径以上,内层冻结在其内部物质的引力半径以上,即坍缩的球不是黑洞,而是一个冷冻体,一个具有引力冻结结构的物体。当球的表面趋向于引力半径时,冰冻物的度规跟随球的度规,因此包含两个参数而不是三个。冰冻物的电荷位于引力半径之上,它的总质量,对于球来说,是有限的。冰冻度规的可观察结果与球的相同。相反,在黑洞理论中,Reissner-Nordström度规包含无穷远处的总质量,它取决于电荷并发散,因为它包含了点电荷发散的电场能量。为了忽略这种散度,总质量被重新规范化并替换为“可观测”质量。然后,由于错误,总质量对电荷的依赖被忽略了。这种双重忽视的结果是一些非物理的后果,与球的情况相反,这使物理图像复杂化。认为存在两个视界,电荷的增加通过减小引力半径和可观测到的引力效应(如红移、轨道半径和阴影)来减弱引力,即严重地指出电场的正能量是反引力的,这在物理上是荒谬的。
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