Quantum motions of scalar particles under rainbow gravity effects in spherical symmetrical Gödel-type metric with topological defects

In this research contribution, we explore the relativistic quantum dynamics of spin-0 scalar particles within a curved space-time background containing topological defects, while incorporating the effects of rainbow gravity. The Klein Gordon equation is solved in a spherically symmetrical Godel type space time, considering the presence of topological defects and the influence of rainbow gravity, described by the line element: