Authors: Espen Gaarder Haug
When a particle is in constant acceleration, it has been suggested it has a Rindler horizon given by c^2/ a, where a is the proper acceleration. The Rindler event horizon tells us that we cannot receive information outside the horizon during the time period in which we are accelerating at this uniform rate. If we accelerate uniformly, sooner or later we will reach the speed of light, or at least very close to it. In this paper, we will look more closely at the Rindler horizon in relation to Haug’s newly-suggested maximum velocity for matter and see that there likely is a minimum Rindler horizon for a particle with mass that is accelerating; this minimum Rindler horizon may, in fact, be the Planck length.
Comments: 2 Pages.
[v1] 2018-10-03 03:00:44
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