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Please use this identifier to cite or link to this item: https://dspace.lboro.ac.uk/2134/23426

Title: On the Identical Simulation of the Entire Universe
Authors: Kavak, Mesut
Keywords: pioneer anomaly
gamma ray burst
algorithm
simulation of the entire universe
viscosity of free space
event horizon lengths
Issue Date: 2016
Abstract: A short time ago, I published an article about deceleration of the universe. It was especially based on entropy, and it explains how does matter work, produce free energy by using its own creation motion without external energy; also is about instant communication and jumping interstellar by imitating starting condition of matter called as big-bang as a side effect on itself that the same with faster than light expansion as creation motion and outer space motion are accepted together. In this work, it was performed some analysis of the some specific subjects such as deceleration, uncertainty, particle formation, black hole, gravitation, energy, mass and light speed for identical simulation computations of the entire universe as the most sensitive as possible being related that article. There are some informations about escaping from black holes, event horizon lengths, viscosity of free space, re-derivation of Planck constants and infrastructure of some basic laws of existence mathematically as matter is directly dependent of geometric rules. Also, some elements were given for the readers to solve some required constants as the most sensitive manner. As the constants are not enough in the name of engineering, also finally I found a working algorithm which reduces process number of the power series to process number of the quadratic equations like calculating a root of an integer as an irrational number by solving equation; so also it can be used to calculate trigonometric values in the best manner for simulations of the entire universe besides physical constants as irrational values. Also there are new informations about the pioneer anomaly, gamma ray burst and non-observational universe.
Version: Not specified
URI: https://dspace.lboro.ac.uk/2134/23426
Appears in Collections:Working Papers (CRSP)

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