[This paper] investigate[s] the mathematical and physical applications of relative non-locality in general relativity and using it to bridge the gap between general relativity and quantum mechanics without the need for a new unifying theory, in fact both theories are compatible when we put the relative non-locality in perspective, it's first introduced by Einstein in 1911, the relative non-locality is the illusion of superluminal speed phenomena due to the difference in spacetime gravity potential between two points in space, this illusion of superluminal speed is a direct indicator of spacetime curvature difference between two intervals in space such that the conditions of curvature difference is the key element to solve the compatibility problem between general relativity and quantum mechanics, then by following this line of work I found that Einstein field equation is compatible with uncertainty principle in a way that the stress energy tensor could be extract from the momentum uncertainty in the uncertainty principle, this happened only when we have a quantum entangled system of collective masses of bigger than or equal to half Planck-mass as minimum requirements to bend spacetime, then by using quantum entangled system with a rest mass of half Planck mass or more and then by using this knowledge I put the requirements for an experiment to generate artificial gravitational singularities in particle accelerators as a good way to test this paper and its very promising way for both nuclear fusion and superluminal space travel.