Author(s)

Doron Kwiat

Independent Researcher, Mazkeret Batyia, Israel.

The singularity at distance r → 0 at the center of a spherically symmetric non-rotating, uncharged mass of radius R, is considered here. Under inverse square law force, the Schwarzschild metric, needs to be modified, to include Newton’s Shell Theorem (NST). By including NST for r＜R, both Schwarzschild singularity at r = 2GM/c² and at r → 0 singularities are removed from the metric. Near R → 0, the question of maximal density is considered based on Schwarzschild’s modified metric, and compared to the quantum limit of maximal mass density put by Planck’s quantum-based universal units. It is asserted, that General relativity, when combined with Planck’s universal units, inevitably leads to quantization of gravity.

Gravitation, Shell Theorem, Singularity, Schwarzschild Radius, CGH Physics: Planck’s Scale

Kwiat, D. (2024) Gravitation, Density Upper Limit and Quantization of Space. Journal of High Energy Physics, Gravitation and Cosmology, 10, 534-545. doi: 10.4236/jhepgc.2024.102033.