论文标题
标量场云中二进制黑洞合并的重力后坐力
Gravitational recoil from binary black hole mergers in scalar field clouds
论文作者
论文摘要
在真空中,从两个黑洞合并中的最后黑洞的重力反应仅取决于融合黑洞的质量比和旋转,以及二进制的偏心率。如果存在物质,通过合并黑洞的积聚可能会显着改变其质量和旋转,从而改变二进制动力学和残余黑洞的重力后坐力。本文考虑了这种情况。我们研究了将二进制液浸入标量场云中对最后黑洞踢的影响。我们考虑两种类型的配置:一种具有非旋转和不相等的黑洞,第二个具有相等质量和旋转孔的第二类。对于两种类型,我们研究了最终黑洞的重力如何变化,因为我们改变了标量场的能量密度。我们发现,合并黑洞的标量场的积聚可能会产生深远的影响。对于非旋转的,不等的二进制黑色孔,踢的次数比真空般的次数大,次数为2:1的二进制速度约为1,200 km/s,比真空中的次数大于一个数量级。对于相等的质量,还发现了带有旋转与轨道角动量对齐的黑洞的二进制物,还发现了比真空大的踢。对于超级踢型配置中的旋转的系统,标量场触发了踢球的依赖性,并在合并时与在真空案例中的入口角度触发,但在这种情况下,取决于标量场的强度。
In vacuum, the gravitational recoil of the final black hole from the merger of two black holes depends exclusively on the mass ratio and spins of the coalescing black holes, and on the eccentricity of the binary. If matter is present, accretion by the merging black holes may modify significantly their masses and spins, altering both the dynamics of the binary and the gravitational recoil of the remnant black hole. This paper considers such scenario. We investigate the effects on the kick of the final black hole from immersing the binary in a scalar field cloud. We consider two types of configurations: one with non-spinning and unequal-mass black holes, and a second with equal mass and spinning holes. For both types, we investigate how the gravitational recoil of the final black hole changes as we vary the energy density of the scalar field. We find that the accretion of scalar field by the merging black holes could have a profound effect. For the non-spinning, unequal-mass binary black holes, the kicks are in general larger than in the vacuum case, with speeds of approximately 1,200 km/s for binaries with mass ratio 2:1, one order of magnitude larger than in vacuum. For equal mass, binaries with black holes with spins aligned with the orbital angular momentum, kicks larger than in vacuum are also found. For systems with spins in the super-kick configuration, the scalar field triggers a similar dependence of the kicks with the entrance angle at merger as in the vacuum case but in this case depending on the strength of the scalar field.