Authors: Michael Singer
Any two masses will experience gravitational attraction between them that draws them together. In an energy-conserving universe as they accelerate towards each other there must be some energy system losing mass/energy to balance the increase in kinetic energy of the two objects. Now it is received wisdom that mass is inviolate and never changes even when falling into a gravitational well, but the increase in kinetic energies of two bodies falling together under gravitational attraction would then violate the Principle of Conservation of Energy, as the only possible source of mass/energy is a reduction in the effective combined mass as two objects come together. Logically, therefore, there must be an effective reduction of mass, as seen from the greater universe, when two objects approach each other and thus increase the local spacetime dilation. The energy balance of the universe requires that dilating space reduces the effective mass as seen from the greater universe outside that dilation. However, once we accept this proposition we have to reconsider Einstein’s concept that if enough mass comes together space would be breached to create a singularity. He envisaged a linear process whereby adding mass upon mass together resulted eventually in too much mass for local space to support, but from the previous sentences we can see that such a linear process violates the Principle of Conservation of Energy. This leads us to consider an alternative solution based of the fact that a local observer sees the same nature of space around him no matter how deep his gravitational well.
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[v1] 2018-04-10 01:44:50
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