Ghost Mass |
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In Special Relativity, mass increases with speed.
Understandably, with length reduction, inertia increases.
This corresponds to the additional energy possessed by a moving rest mass.
What about a change in the gravitational scale of space? Light undergoes a blueshift, similar to the kinetic energy increase of falling bodies. Would an additional increase in mass for baryonic mass be conceivable? Light undergoes a blueshift, similar to the kinetic energy increase of falling bodies. Would an additional increase in mass for baryonic mass be conceivable? This isn't possible with the Schwarzschild potential. A black hole would have infinite mass. But it is possible with the "snow globe potential". This mass has strange properties.It is a mass for which Einstein's energy formula is just as problematic as the "dynamic mass" (R. Sexl) in SRT. It doesn't exist locally. Therefore, it cannot be measured unless one "counts the atoms." Its properties are inertia and gravitational influence. For the sun, this would only result in a fraction of 2*10-6 at the surface. It is therefore a component of non-baryonic dark matter, alongside potential energy. However, it only accounts for a small proportion in neighboring galaxies, as ghost mass* is always associated with red/blueshift. It is not detected in the motions of distant stars; it narrows the cone of vision, acting like a magnifying glass. It is usually considered to be supposedly baryonic matter. But it could explain many things. Black holes measure themselves more massive than they actually are. This would also be one of the causes of the unusual behavior of distant cosmic objects and the cosmic redshift. *For people with too much imagination who suspect esotericism, the term "apparent mass" would be more appropriate. The suffix is only intended to indicate that it doesn't exist locally. Note: In my theory, tangible inertia is not a necessary condition for mass. Energy is also inertia, but it doesn't require tangibility. Ludwig Resch |