We find the geodesics in spacetime of charged black hole in
context of rainbow gravity and then we compare them with ones in
classical general relativity. It is known that the particles in
spacetime of black hole move on geodesics which we can fin
d by
writing the equations of motion. Present studies aim to discover
approaches to classical general relativity for solving the
singularities problem, the points where law of physics destroy at
and then the mathematical equations become incorrect because they
are points whose curvature is infinity. We find in our work that the
rainbow gravity, its own, does not change the geodesic structure of
charged black hole and so neither ingoing nor outgoing particle
trajectory will change.
