Description Of Natural Events with Correct Reference Body

Yıl 2020, Cilt: 13 Sayı: 3, 1374 - 1382, 31.12.2020

Ulukan Aygün , Rana Ortaç Kabaoğlu

https://doi.org/10.18185/erzifbed.742401

Öz

The beginning of life could not be described on Earth, yet. For this reason, natural phenomena have been described with the starting point uncertainty. Natural events could not be described by a single field. In H. Brown’s study [1], the main lesson that emerges is described as the special theory of relativity is incomplete. For that reason, the aim of this study is to describe physical reality in a single field. In the light of this aim, first of all, coordinate systems which are under-established are defined. The reason for the deficiency is explained. The system of unified coordinates, which is based on the correct basis, is explained. Moreover, in this study, the coordinate systems which are defective with respect to each other are described. In addition, in this study, the theory describing the relation of these coordinates with the reference body with a single field is explained and proved by equations. Furthermore, the beginning of life is explained by Lorentz Transformation Equations and Gauss Coordinate Systems. At the end of the description, new interpretations, interpretations supporting previous interpretations of scientists, or equations stating that they are wrong are explained. As a result, in this study, the equivalent of the reference body in the natural system is explained.

Anahtar Kelimeler

Correct Reference Body, Undefined Starting Point, Reference Object

Description Of Natural Events with Correct Reference Body

Öz

The beginning of life could not be described on Earth, yet. For this reason, natural phenomena have been described with the starting point uncertainty. Natural events could not be described by a single field. In H. Brown’s study [1], the main lesson that emerges is described as the special theory of relativity is incomplete. For that reason, the aim of this study is to describe physical reality in a single field. In the light of this aim, first of all, coordinate systems which are under-established are defined. The reason for the deficiency is explained. The system of unified coordinates, which is based on the correct basis, is explained. Moreover, in this study, the coordinate systems which are defective with respect to each other are described. In addition, in this study, the theory describing the relation of these coordinates with the reference body with a single field is explained and proved by equations. Furthermore, the beginning of life is explained by Lorentz Transformation Equations and Gauss Coordinate Systems. At the end of the description, new interpretations, interpretations supporting previous interpretations of scientists, or equations stating that they are wrong are explained. As a result, in this study, the equivalent of the reference body in the natural system is explained

Anahtar Kelimeler

Correct Reference body, Undefined Starting Point, Reference Object

Kaynakça

• [1] Brown, Harvey R. (2005)“Physical Relativity”, Oxford University Press Inc. [2] Bronowski S. (1975) “The exaltation of man, series of great works”, ONK AGENCY Milliyet Publishing Inc.Co. p.249 [3] Einstein A. (1905) “The Special Theory Of Relativity”, Say Publishing p.22 [4] Mach E. (1883) “Die Mechanik in ihrer Entwicklung”, Say Publishing [5] Barnett L. (1964) “The Universe and Dr.Einstein”, ISBN-13: 978-0486445199, ISBN-10: 0486445194 [6] Einstein A. (1905) “The Special Theory Of Relativity”, Say Publishing p.66, p.141 [7] Celik,N., (2019) Einstein’s Special Theory of Relativity Lecture 2 Lorentz Transformations Section 2, , https://www.youtube.com/watch?v=Ch0ELe4I_Ko&t=1036s, October 25 [8] Hawking, S. W (1990) 4th Ed. “A Brief History Of Time” p.77, Cut Copyright Agency, Milliyet Publishing Inc.Co (88) [9] Einstein A. (1905) “The Special Theory Of Relativity”, Say Publishing p.22 [10] Einstein A. (1905) “The Special Theory Of Relativity”, Say Publishing p.67 [11] Einstein A. (1905) “The Special Theory Of Relativity”, Say Publishing p.115