Electrostatic Theory of Elementary Particles

Ivanchin, Alexander

doi:10.4236/wjnst.2017.74019

Cited by 2 publications

(5 citation statements)

References 5 publications

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“…As shown in [4] this equation has two solutions. The first is the well-known potential one In the present article the Cartesian components are written in the braces.…”

Section: A Point Sourcementioning

confidence: 94%

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Delusions in Theoretical Hydrodynamics

Ivanchin¹

2018

WJM

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Theoretical hydrodynamics may lead one into serious delusions. This article is focused on three of them. First, using flowing around a sphere as an example it is shown that the known potential solutions of the flow-around problems are not unique and there exist nonpotential solutions. A nonpotential solution has been obtained for flowing around a sphere. A general solution of the problem of flowing around an arbitrary surface has been obtained in the quadrature form. To single out a physically realisable solution among a great number of others, it is necessary to add supplementary conditions to the known boundary ones, in particular, to find a solution with the minimum total energy. The hypothesis explaining the reason for stalled flows by viscosity is erroneous. When considering a flow-around problem one should use stalled and broken solutions of the continuity equation along with the continuous ones. If the minimum total energy is achieved by the continuous solution, it is a continuous flow that will be implemented. If it is achieved by the broken solution, a stalled flow will be realised. Second, the hydrodynamics of a flow is considered exclusively at each point of it. Differential equations are used to describe the flows that are written for a randomly small volume of a flow, i.e., for a point. The integral characteristics of a flow and its inertial properties are neglected in the consideration, which results in the misunderstanding of the mechanism of the formation of a vortex. The reason for the formation of vortices is related to viscosity, which is a mistake. The formation of vortices is the result of the inhomogeneity of the acceleration field and the inertial properties of a flow. Third, the fictitious values of viscous stresses are used in hydrodynamics. As a matter of fact, viscosity is the momentum diffusion and it should be described by the diffusion equation included into the Euler system of equations for a viscous fluid. The momentum diffusion leads to the necessity of including the volume momentum sources produced by diffusion into the continuity equation and excluding the viscosity forces from the equation of motion. The problem of a viscous fluid flowing around a thin plate has been solved analytically, the velocity profiles satisfying the experiment have been obtained. The superfluidity of helium is not its property. It is How to cite this paper: Ivanchin, A. (2018) Delusions in Theoretical Hydrodynamics.

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“…As shown in [4] this equation has two solutions. The first is the well-known potential one In the present article the Cartesian components are written in the braces.…”

Section: A Point Sourcementioning

confidence: 94%

“…As shown in [4], the solution (19) is not unique. There is a vector called is the solution of (18), which is checked by the substitution of (25) into (18).…”

Section: A Point Sourcementioning

confidence: 99%

Delusions in Theoretical Hydrodynamics

Ivanchin¹

2018

WJM

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“…According to [9], the magnetic field is the manifestation of the properties of the electric field. Thus, all the three fields, the electric, magnetic and the gravitational ones, are different manifestations of the electric field.…”

Section: Resultsmentioning

confidence: 99%

“…Hence it follows from this article and [9] that in nature there exists nothing but the electric field.…”

Section: A Ivanchinmentioning

confidence: 99%

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Electric, Magnetic and Gravitation Field of the Earth

Ivanchin¹

2017

GEP

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In the article a theory of the origin of the magnetic field of the Earth (MFE) caused by the phenomenon of ferromagnetism in the mantle has been proposed. Due to the pressure the mantle substance changes from the dielectric state to the metal one. As a result, there appear free electrons, whose magnetic moment leads to the formation of the magnetic field of the Earth. The above phase transition manifests itself by the Moho. It is proposed that not only the measurement of the dipole component of the magnetic field be made, as it is done nowadays, but also that of the quadrupole and octapole components. These measurements will provide information on the origin of the MFE and its distribution through the Earth volume. It has been shown that the electric field of the Earth (EFE) cannot be produced by the movement of the mobile charges in principle. The EFE is produced by bound electrons. A hypothesis has been proposed that the electric constant has different values for the proton-proton, electron-electron and proton-electron interactions. The relative value of this difference is quite small of the order of 10 −28 and, for this reason, it has not been found experimentally. The difference in the interaction results in gravitation, the attraction of the electroneutral masses. Gravitation is a variety of electrostatics. As a result of this difference, the electrons are gravitationally stronger attracted to the electroneutral mass than the protons. The gravitating mass attracts surplus electrons, which lead to the formation of the EFE. In the atmosphere around the negatively charged Earth there are positive charges screening the Earth charge. This state is equilibrium; the positive charge of the atmosphere cannot penetrate into the condensed substance and neutralize the surplus negative charge of the Earth, which would increase the system energy.

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Electrostatic Theory of Elementary Particles

Cited by 2 publications

References 5 publications

Delusions in Theoretical Hydrodynamics

Delusions in Theoretical Hydrodynamics

Electric, Magnetic and Gravitation Field of the Earth

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