Study of Quantum Field Based on the Hypothesis of the Absolute System of Reference: A Non-Relativistic Theory | Chapter 3 | New Trends in Physical Science Research Vol. 8

 A classical nonrelativistic theory that is compatible with contemporary quantum theory is the quantum field theory based on the assumptions of the absolute reference system. By contrasting the theoretical results of quantum electrodynamics, one might arrive at this conclusion using the basic concepts of this hypothesis. The electromagnetic wave equation known as the wave equation, which replaces Schrodinger's equation, was obtained from the study of particle structure. The normal distributions of energy and time, or alternatively momentum and position, lead to the statement of the uncertainty principle. Since the relativistic relationship of energy with momentum and mass also holds true for the absolute system of reference hypothesis, the Klein-Gordon equation is obtained in the same way using the classical wave equation, due to a minor difference brought on by the Lorentz factor.

Author(s) Details:

Konstantinos Patrinos,
National Technical University of Athens, Greece.

Please see the link here: https://stm.bookpi.org/NTPSR-V8/article/view/7882

On Integrability of Mathematical Physics Equations| Chapter 1 | Novel Research Aspects in Mathematical and Computer Science Vol. 4

The integrability of mathematical physics equations is dependent on the consistency of the derivatives of stated functions, according to a study of differential equations. The consistency of derivatives and equations that make up mathematical physics equations revealed that the differential equation is non-integrable in the original coordinate system. To put it another way, the answer isn't a function. If there are any degrees of freedom, however, integrable structures are realised, which are structures on which the derivatives of a differential equation form a differential. Discrete functions are the solutions to mathematical physics equations on integrable systems. This denotes the integrability of the differential equation. The creation of diverse structures such as waves, vortex, and so on is described by double solutions of mathematical physics equations.

Author(s) Details:

L. I. Petrova,
Department of Mathematics and Cybernetics, Faculty of Computational, Lomonosov Moscow State University, Russia.

Please see the link here: https://stm.bookpi.org/NRAMCS-V4/article/view/7029

No Big Bang in the Non-Expanding Universe | Chapter 12 | Novel Research Aspects in Mathematical and Computer Science Vol. 3

 Briefly stated and applied to cosmological models is a theory of gravity in flat space-time. These models begin with a gravitational field that is equally distributed yet devoid of substance. The whole energy of matter and gravity is preserved when gravitational energy is transformed to matter. There is no singularity (no great bang) in the emerging cosmos, and it is not growing. A gravitational impact causes redshift. It then changes the gravitational field by transforming gravitational energy to matter. This is a distinct gravitational theory from general relativity that provides the same outcomes to measurable precision for weak gravitational fields as general relativity. The application of gravity in flat space-time to cosmology has no singularity, i.e. it is not general relativity with a singularity, as in the big bang theory.

 

Author(S) Details

Walter Petry
Mathematical Institute of the University Düsseldorf, Düsseldorf, Germany.

View Book:- https://stm.bookpi.org/NRAMCS-V3/article/view/6819

Study on Classical Electrodynamics Spin | Chapter 11 | Research Trends and Challenges in Physical Science Vol. 1

 The electrodynamics spin has two mutually exclusive ideas. The spin density is proportional to the gradient of the electromagnetic energy density, according to a widely held belief. As a result, an infinite circular polarised plane wave does not include spin, whereas a real wave, which is bounded in space, carries all spin at its boundary separately from energy. The spin density, on the other hand, is proportional to the energy density, and the spin of plane waves is unrelated to the presence of barriers, according to the original concept. We calculate the spin fluxes of plane waves in various scenarios, as well as the previously overlooked spin flux in dipole radiation, using this notion. The reason for the change from this first notion to a spin proportionate to energy density gradient gradient is explained.

Author (S) Details

R. I. Khrapko
Moscow Aviation Institute, Moscow 125993, Russia.

View Book :- https://stm.bookpi.org/RTCPS-V1/article/view/3616