论文标题
旋转黑洞周围流体托里的一般性旋转法律
General-relativistic rotation laws in fluid tori around spinning black holes
论文作者
论文摘要
我们获得旋转法律，以绕旋转黑洞的轴向对称性，自我灌输和固定液体。它们减少了 - 在牛顿限制中----单旋转曲线。对于无旋孔，在纽约后第一个后（1pn）近似中获得了迄今已知结果，可以将其解释为几何拖动和材料抗体。我们发现新的1PN效果，这是由于黑洞的旋转而引起的。
We obtain rotation laws for axially symmetric, selfgravitating and stationary fluids around spinning black holes. They reduce --- in the Newtonian limit --- to monomial rotation curves. For spinless black hole, one obtains in the first post-Newtonian (1PN) approximation the hitherto known results, that can be interpreted as the geometric dragging and material antidragging. We find new 1PN effects, that are due to spins of black holes.
