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Orbits of Material Bodies in Complex TOUGMA’s Metric

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Open Journal of Applied Sciences 2023年第8期13卷 1310-1318页

作者： Jean Luc Wendkouni Tougma Department of Engineering Burkina Institute of Technology Koudougou Burkina Faso

Einstein’s General relativity theory and quantum physics are the main pillars for explaining most modern physics. Obtaining these theories relation between them remains a theoretical physics main question. In the last most decades, works are leading to new physical ideas and mathematical tools broad range. In recent years TOUGMA’s equation is established and solved, and one of these solutions, mostly a real solution is studied in our last article. In this work, complex TOUGMA’s metric is studied, such as the physics concepts implied by this metric, mainly material bodies geodesics orbits. We studied the fact material bodies’ orbits and their limits. This study of the underlying principles and various phenomena in universe are interconnected logic leading to new technologies development such as news engines and telecommunication networks. The applications of this study are exceptionally wide such as Astrophysics, cosmology, quantum gravity, quantum Mechanics and Multiverse. Mostly this study allows us to know the behaviors of matter in the quantum relativity universe. Universe.

关键词： Ricci Tensor TOUGMA’s Complex Metric quantum relativity

On a quantum Gravity Fractal Spacetime Equation: QRG ≃HD + FG and Its Application to Dark Energy—Accelerated Cosmic Expansion

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Journal of Modern Physics 2016年第8期7卷 729-736页

作者： Mohamed S. El Naschie Department of Physics University of Alexandria Alexandria Egypt

The paper suggests that quantum relativistic gravity (QRG) is basically a higher dimensionality (HD) simulating relativity and non-classical effects plus a fractal Cantorian spacetime geometry (FG) simulating quantum mechanics. This more than just a conceptual equation is illustrated by integer approximation and an exact solution of the dark energy density behind cosmic expansion.

关键词： Fractal Cantorian Spacetime quantum relativity Superstrings Transfinite Set Theory Extra Spacetime Dimensions quantum Physics Dark Energy Accelerated Cosmic Expansion Cosmic Topology Hyperbolic Geometry E-Infinity Theory Post Modernistic Physics

Study of Complex TOUGMA’s Metric

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Open Journal of Applied Sciences 2023年第7期13卷 1005-1011页

作者： Jean Luc Wendkouni Tougma Burkina Institute of Technology Koudougou Burkina Faso

General relativity of Einstein’s theory and quantum physics theory are excellent pillars that explain much modern physics. Understanding the relation between these theories is still a theoretical physics central open question. Over last several decades, works in this direction have led to new physical ideas and mathematical tools broad range. In recent years TOUGMA’s equation is established and solved, one of its solutions such as a real solution is studied in our last article. In this paper, complex TOUGMA’s metric is studied, particularly the physics concepts that this metric implies such as light geodesic and metric’s impacts at r = 0. The first time, we studied the fact of r = 0 and its limits, secondly, we consider a zero length light geodesic is a geodesic and ended by studying it mathematically. These underlying principles study, those various phenomena in universe are interconnected logic leading to develop new technologies for example: news engines, telecommunication networks. This study’s applications are exceptionally wide such as Astrophysics, cosmology, quantum gravity, quantum Mechanics, Multiverse. Mostly this study lets us to know the quantum relativity universe behaviors.

关键词： Complex Metric of TOUGMA quantum relativity Ricci Tensor

On the Real Einstein Beauty E = Kmc²

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World Journal of Condensed Matter Physics 2016年第1期6卷 1-6页

作者： A. J. Babchin M. S. El Naschie Alberta Research Council (ARC) Edmonton Canada Department of Physics University of Alexandria Alexandria Egypt

The paper suggests that E = mc2 may be open to misinterpretation and that in this form it is not what Einstein advanced first. It is further suggested to return to the slightly less compact formula E = Kmc2 where a < K < 1 which has the merit of accounting for the measured ordinary energy density of the cosmos (K = 1/22) and the conjectured missing dark energy density of the universe (K = 21/22) from the view point of economical notation.

关键词： Special relativity Nuclear Physics quantum relativity quantum Entanglement E = Kmc2 Dark Energy Ordinary Energy Pair Annihilation Pair Creation Dvoretzky’s Theorem Bohm Guiding Wave