Rotating Black Holes in Higher Dimensional Brane Worlds

TL;DR

This paper explores higher-dimensional rotating black holes in brane world scenarios, analyzing their geometries, geodesics, and asymptotic behaviors within the Randall-Sundrum model.

Contribution

It introduces a black string extension of Myers-Perry black holes in a brane world context and examines their diverse rotational configurations and geometric properties.

Findings

Derived geodesic equations for these black string geometries

Analyzed the asymptotic behavior of the brane world black holes

Discussed implications of these geometries in higher-dimensional theories

Abstract

A black string generaliztion of the Myers-Perry N dimensional rotating black hole is considered in an (N+1) dimensional Randall-Sundrum brane world. The black string intercepts the (N-1) brane in a N dimensional rotating black hole. We examine the diverse cases arising for various non-zero rotation components and obtain the geodesic equations for these space-time. The asymptotics of theresulting brane world geometries and their implications are discussed.