论文标题
爱因斯坦 - 韦尔 - 马克斯韦尔 - 统一标量理论的黑洞和主要标量头发
Black hole with primary scalar hair in Einstein-Weyl-Maxwell-conformal scalar theory
论文作者
论文摘要
我们从Einstein-Weyl-Maxwell-Conformal（综合耦合）标量理论中获得了新电荷的BBMB（Bocharova-Bronnikov-Melnikov-Bekenstein）黑洞解决方案，具有阳性的Weyl耦合参数$ M^2_2 $。与带电的BBMB黑洞溶液中的次级标量头发相比，该溶液具有主要的标量头发。 $ M_2^2 \至\ infty $的限制案例导致带电的BBMB黑洞解决方案的系列形式。但是，对于$ m^2_2 <0 $，我们无法获得带有标量头发的任何渐近平坦的黑洞溶液。
We obtain a newly charged BBMB (Bocharova-Bronnikov-Melnikov-Bekenstein) black hole solution from the Einstein-Weyl-Maxwell-conformal (conformally coupled) scalar theory with a positive Weyl coupling parameter $m^2_2$ numerically. This solution has a primary scalar hair, compared to a secondary scalar hair in the charged BBMB black hole solution. The limiting case of $m_2^2\to\infty$ leads to the series form of the charged BBMB black hole solution. However, for $m^2_2<0$, we could not obtain any asymptotically flat black hole solution with scalar hair.
