
Spin and Quantization of Gravitational Space
Author(s) -
Bin Liang
Publication year - 2012
Publication title -
journal of modern physics
Language(s) - English
Resource type - Journals
eISSN - 2153-120X
pISSN - 2153-1196
DOI - 10.4236/jmp.2012.311218
Subject(s) - physics , gravitation , classical mechanics , quantization (signal processing) , singularity , spin (aerodynamics) , general relativity , quantum gravity , quantum mechanics , mathematical physics , quantum , mathematics , geometry , algorithm , thermodynamics
According to the formula of translational motion of vector along an infinitesimal closed curve in gravitational space, this article shows that the space and time both are quantized; the called center singularity of Schwarzschild metric does not exist physically, and Einstein’s theory of gravity is compatible with the traditional quantum theory in essence; the quantized gravitational space is just the spin network which consists of infinite quantized loops linking and intersecting each other, and that whether the particle is in spin eigenstate depends on the translational track of its spin vector in gravitational space