Self-accelerating Dirac photons and prolonging the lifetime of relativistic photons

The Aharonov-Bohm effect predicts that two parts of the electron wave function can accumulate a phase difference even when they are confined to a region in space with zero electromagnetic field. Here I show that engineering the wave function of photons as accelerating shape- invariant Solutions of the potential-free Dirac equation, fundamentally acts as a force and the photons accumulate in Aharonov-Bohm-type phase, which is equivalent to a change in the proper time and is related to the twin paradox gedanken experiment. This implies that fundamental relativistic effects such as length contraction and time dilation can be engineered by properly tailoring the initial conditions. As an example I suggest the possibility of extending the lifetime of decaying light particles such as an unstable UV Photon, or altering other Decay processes. I have found these shape preserving Dirac wave functions to be part of a family of accelerating Quantum particles which includes massive fermions bosons and particles of any spin. Billions of dollars are spent in a search for observing electrons or for recording the Collision of quantum particles yet very little research is done regarding the similarity of electrons and photons they're both about the same size they both travel relatively within the same speed and are both subject to the Heisenberg uncertainty principle. In this experiment I hope that you're able to visualize the similarity between electrons and photons in a non electromagnetically bound environment.