| viXra.org > Mathematical Physics > 2005 |
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| viXra.org > Mathematical Physics > 2005 |
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[4] viXra:2005.0286 [pdf] replaced on 2020-06-05 21:37:26
Authors: Stephen H. Jarvis
Comments: 27 Pages.
This paper presents the case for a mechanics between the paradigms of time and space and what those mechanics prescribe as general symmetries and asymmetries for physical reality, most notably the field forces of electromagnetism and gravity. This paper presents the key principle “that the basis of gravity-mass and electromagnetism is by understanding the dimensional relationship between time and space”. As this paper shall highlight in acknowledging the incompleteness theorem of Gödel, it is not mathematics that is the core issue, it is what mathematics is applied to, what concept, primarily time or space, that prescribes a successful outcome of theory. The lens of data analysis the new approach proposed for the mathematics of time and space offers highlights a key fundamental flaw in spacetime theory, largely unnoticed by the professional physics community, namely that in seeking the mass-spacetime link while trying to uphold all the features of SR, the overall context of uncertainty that exists between the dimensions of time and space is not being addressed. In other words, every calculation physics makes that is closer to resolving mass and spacetime (as gravity) will be inherently flawed if the nature of relationship between the dimensions of space and time is itself governed by a principle of uncertainty.
Category: Mathematical Physics
[3] viXra:2005.0179 [pdf] replaced on 2021-04-14 04:33:28
Authors: Stephen H. Jarvis
Comments: 23 Pages.
This paper presents the equation for time and energy that executes four key attributes of time's flow regarding energy, namely, why time presents itself as unidirectional, why reality presents itself as a time-now phenomenon in between time-before and time-after in unidirectional time, why the laws of thermodynamics appear as they are in time-now, and why there is an "uncertainty" regarding the spatial location of elementary particles in time. This paper employs the equations of time and energy as presented in the lead-up papers by knitting those equations of time and energy together in addressing the four fundamental attributes of times flow regarding energy, concluding an event-horizon equation for time and energy as a unique mathematics for time separate to that of space, eliminating the reliance on spacetime theory as a singular mathematics, delivering space and time as two separate mathematics that can nonetheless be linked, surpassing the incompleteness problem as presented by Gödel, opening the door to a new cosmological model for space and time, all of such in upholding the data of all known physical phenomena in deriving all the relevant physical equations and constants.
Category: Mathematical Physics
[2] viXra:2005.0085 [pdf] replaced on 2020-05-28 02:49:05
Authors: Preobrazhenskiy Andrey
Comments: 19 Pages.
The paper gives the definition of the "vorticity quantity" concept. It is further shown that the system of generalized Helmholtz equations for a viscous incompressible fluid is a mathematical expression of the vorticity quantity conservation law for each of its components. These results are used to analyze the solutions of the Euler and Navier-Stokes equations. The physical mechanism of a blowup scenario for the 3D Euler equations solutions is described. The impossibility of such a scenario for the 3D Navier-Stokes equations solutions is shown.
Category: Mathematical Physics
[1] viXra:2005.0075 [pdf] submitted on 2020-05-06 08:45:46
Authors: Michele Nardelli, Antonio Nardelli
Comments: 55 Pages.
In this paper we have described some possible mathematical connections between various equations concerning the Zeta Cosmology, ϕ, ζ(2) and some parameters of Cosmology, String Theory and Particle Physics
Category: Mathematical Physics
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