Open AccessDiscrete Space-Time on the Manifestation of Mass
Author(s) -
Rickey W. Austin
Publication year - 2018
Publication title -
european scientific journal
Language(s) - English
Resource type - Journals
eISSN - 1857-7881
pISSN - 1857-7431
DOI - 10.19044/esj.2018.v14n3p31
Subject(s) - schwarzschild radius , planck length , schwarzschild metric , planck constant , schwarzschild geodesics , planck , planck mass , deriving the schwarzschild solution , physics , planck energy , planck time , quantization (signal processing) , series (stratigraphy) , classical mechanics , kerr metric , mathematics , spacetime , quantum mechanics , general relativity , gravitation , quantum gravity , planck scale , algorithm , quantum , paleontology , biology
Schwarzschild’s Metric (Schwarzschild 1916) under specific conditions provides a Taylor series first order discrete length when transforming coordinates between observers. Exploring the consequences of the discrete length produces an a priori result of quantized space-time. Deriving base units from the quantization of space-time and applying elementary charge, exact formulations for the observed Schwarzschild’s discrete units are obtained. These units are equivalent to Planck’s mass, length, time, momentum, force, energy and Planck’s constant (NIST CODATA 2014).