论文标题
彩虹重力的常规黑洞
Regular Black Holes in Rainbow Gravity
论文作者
论文摘要
在这项工作中，我们认为，在能量尺度上，几何形状，基本物理常数为电荷，质量，光的速度，引力的速度和重力常数，而物质场将取决于尺度。这种类型的理论称为彩虹重力。我们将非线性电动力学耦合到彩虹重力，定义了新的质量函数$ m（r，ε）$，以便我们可以制定新的球形对称常规黑洞溶液，其中曲率不变性在所有SpacTime中都很良好。一般相对论与我们在彩虹重力中的结果之间的主要差异是：a）电场的强度与能量尺度成反比。能量尺度越高，电场强度越低； b）随着能量量表的增加，强大的能量条件（SEC）违反的区域减少。能量尺度越高，侵犯了径向坐标原点SEC的较近。
In this work, we consider that in energy scales greater than the Planck energy, the geometry, fundamental physical constants, as charge, mass, speed of light and Newtonian constant of gravitation, and matter fields will depend on the scale. This type of theory is known as Rainbow Gravity. We coupled the nonlinear electrodynamics to the Rainbow Gravity, defining a new mass function $M(r,ε)$, such that we may formulate new classes of spherically symmetric regular black hole solutions, where the curvature invariants are well-behaved in all spacetime. The main differences between the General Relativity and our results in the the Rainbow gravity are: a) The intensity of the electric field is inversely proportional to the energy scale. The higher the energy scale, the lower the electric field intensity; b) the region where the strong energy condition (SEC) is violated decrease as the energy scale increase. The higher the energy scale, closer to the radial coordinate origin SEC is violated.
