史瓦西(Schwarzschild)黑洞可视化 史瓦西度规(Schwarzschild metric),又称史瓦西解,是卡尔·史瓦西于1915年针对广义相对论的核心方程式——爱因斯坦场方程式——关于球状物质分布的解。根据伯考夫定理(Birkhoff's theorem),史瓦西解可说是爱因斯坦方程式最一般的球对称真空解。这样的解又被称作史瓦西黑洞,此种几何对...
史瓦西度规(Schwarzschild metric),又称史瓦西几何、史瓦西解,是卡尔·史瓦西注于1915年针对广义相对论的核心方程——爱因斯坦场方程——关于球状物质分布的解。此解所对应的几何,可以是球状星球以外的时空,也可以是静止不旋转、不带电荷之黑洞(称“史瓦西黑洞”)的时空几何。 ...
metric度规可以理解成弯曲的空间里两点之间的距离,当然metric tensor的用处远比这个多,事实上给出metric我们就几乎能完全了解这个弯曲的时空。广相做的基本就是两件事,从已知条件猜出(雾)度规,从度规推出物体运动。 一、从真空、稳定、球对称,猜出度规 首先我们知道平直时空的度规(这本书用的是natural unit,这个单...
必应词典为您提供schwarzschild-metric的释义,n. 史瓦西度规; 网络释义: 施瓦茨希尔德度规;史瓦兹旭尔得度规;
Schwarzschild Metric Total Energy InconsistencyKarl De Paepe
Conformal gravity theory is a version of general relativity based on replacing Ricci scalar R in the Einstein-Hilbert variational action integral by the conformal Weyl Lagrangian density. In the Schwarzschild metric, relevant to a static spherically symmetric galactic model, conformal gravity has ...
Schwarzschild metric/ physical inconsistencySchwarzschild solutionKerr solutionrotating black holetrial bodyspeed-of-lightergosphere shellfinite timeThe metric of a neutral stationary "black hole" does not satisfy the causality conditions formulated by Hilbert. As a consequence, a trial body falling freely...
3)Schwarzshild metric tensor斯瓦兹西德度规 4)Schwarzschild field史瓦西场 1.The movements of free particles which go along a special geodesic in the Schwarzschild field are investigated thus derive the formulae of velocity and acceleration and get such conclusionsas follows:the velocity of free fallin...
In this work, we extend for the first time the spherically symmetric Schwarzschild and Schwarzschild–De Sitter solutions with a Finsler–Randers-type perturbation which is generated by a covector $$A_\\gamma $$ A γ . This gives a locally anisotropic character to the metric and induces a ...
Tags Geodesics Metric Schwarzschild Schwarzschild metric 1 Aug 23, 2021 #36 PeterDonis Mentor Insights Author 48,219 24,378 cianfa72 said: Do you mean the spherically symmetric property basically amounts to the existence of a spacetime foliation with a 'two-fold' family of 2-sphere ...