Articles | Harbingers of Neophysics

2023-09-22

A novel soliton equation system leads to a constructive electromagnetic quantum theory that describes the origin of mass and unifies the forces.

A. Vrba

A novel soliton equation system (a set of simultaneous algebraic vector equations) gives rise to the Maxwell equations in vacuum. It is evident that one must distinguish between the electromotive forces and the electrostatic forces. This, together with the equation system, provides the mathematical framework in which to define a Constructive Electromagnetic Quantum Theory in

C^{3}

. This new theory provides an explanation of all quantum phenomena, defines particles as electromagnetic solitons and identifies---most significantly---that mass and all forces are manifestations of the electromagnetic phenomenon. As an application, the theory enabled the elucidation to identify the laws that govern the atomic mass relation of the elements and their isotopes using an onion shell nucleon model. This onion shell model allows me to predict energy production by cold isotope transmutation within the element's crystal structure; using zinc such a transmutation produces one eighth of the energy released by the hydrogen to helium fusion reaction. Furthermore, it also provides the fundamental understanding required to calculate the "mass gap" as

Δ_{0} \approx 3.683 \times 10^{- 66}

joules.

A small caddition electromagnetic theory and together with a novel mathematical approach provides the framework that: • Describes particles as electromagnetic solitons, • identifies that mass is a manifestation of the electromagnetic phenomenon, • shows the origin of and unifies the four forces, • allowed the developm

Full abstract ... BibLaTeX

@Article{Vrba-2023-1882,
   author    = {Vrba, Anton},
   title     = {A novel soliton equation system leads to a constructive electromagnetic quantum theory that describes the origin of mass and unifies the forces.},
   year      = {2023},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1882},
   urldate   = {2024-09-16},
}

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2023-02-11

The fundamental theorems of Maxwellian dynamics explain entanglement as a nilpotent superposition.

A. L. Vrba

The theorems of Maxwellian dynamics are based in the ontology that everything in the universe is of electromagnetic origin. Here a new explanation to the EPR paradox is presented supported by the fundamental Maxwellian theorems.

Full abstract ... BibLaTeX

@Article{Vrba-2023-1805,
   author    = {Vrba, Anton Lorenz},
   title     = {The fundamental theorems of Maxwellian dynamics explain entanglement as a nilpotent superposition.},
   year      = {2023},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1805},
   urldate   = {2024-09-16},
}

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2023-02-02

Can Alice influence Bob? Yes she can, Maxwell demands it and Noether predicted it; A nonlocal Maxwellian explanation of the EPR experiment.

A. L. Vrba

A new EPR experiment that uses asymmetrical polarisation gives a nonlocal Maxwellian explanation of the EPR paradox

Full abstract ... BibLaTeX

@Online{Vrba-2023-1767,
   author    = {Vrba, Anton Lorenz},
   title     = {Can Alice influence Bob?  Yes she can, Maxwell demands it and Noether predicted it;  A nonlocal Maxwellian explanation of the EPR experiment.},
   year      = {2023},
   url       = {https://neophysics.org/p/1767},
   urldate   = {2024-09-16},
}

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2023-01-27

Can Alice influence Bob? A new EPR experiment without correlation measurements.

A. L. Vrba

Full abstract ... BibLaTeX

@Article{Vrba-2023-1751,
   author    = {Vrba, Anton Lorenz},
   title     = {Can Alice influence Bob? A new EPR experiment without correlation measurements.},
   year      = {2023},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1751},
   urldate   = {2024-09-16},
}

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2022-12-09

General Maxwellian Dynamics defined by a novel equation set. Particles are Maxwellian solitons.

A. L. Vrba

M (u, a, r) = {r = u \times a;

u = (a \times r) / {‖ a ‖}^{2};

a = (r \times u) / {‖ u ‖}^{2}}

which define Maxwellian wave dynamics for any fields

a

and

b

that support wave action and

u

a velocity vector. That is

M (u, B, E)

is a novel reformulation of the Maxwell equations in vacuum. Furthermore, the expressions for the permittivity

ϵ_{0}

, permeability

μ_{0}

and the magnetic flux density

B

, in terms of action

h

, elementary charge

e

and speed of light

c

, are obtained by manipulating

M

with the assumption that an EM-wave has action and transports charge. As an application of

M (u, B, E)

I show that three dimensional spherical EM-wave structures do exist, in theory at least. They are stationary with finite dimensionality and could provide the basis for describing EM-solitons, which in turn could be used to describe many natural phenomena, including ball lightning among others. Instead of working with fields I reformulate

M

in terms of flux vectors

A

and

R

. Using

M (u, A, R)

I describe rotary waves (propeller-like instead of ripples on a pond) and show that rotary waves could be the basis to describe particles, physically, as solitons in terms of Maxwellian wave dynamics.

General Maxwellian Dynamics, defined by the simultaneous equations

r = u \times a;

u = (a \times r) / {‖ a ‖}^{2};

a = (r \times u) / {‖ u ‖}^{2}

, describes novel rotary waves. These are Maxwellian solitons that could model particles physically.

Full abstract ... BibLaTeX

@Article{Vrba-2022-1673,
   author    = {Vrba, Anton Lorenz},
   title     = {General Maxwellian Dynamics defined by a novel equation set. Particles are Maxwellian solitons.},
   year      = {2022},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1673},
   urldate   = {2024-09-16},
}

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2022-12-03

Electricity is not what we think it is.

A. L. Vrba

A thought experiment that challenges Drude's theory that electrons are the charge carririers for electric current.

Full abstract ... BibLaTeX

@Article{Vrba-2022-1661,
   author    = {Vrba, Anton Lorenz},
   title     = {Electricity is not what we think it is.},
   year      = {2022},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1661},
   urldate   = {2024-09-16},
}

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2022-11-12

Quantum nonlocality.

N. Sotina

This work analyzes the term of ‘nonlocality’ and gives overview of interpretations of the entangled particles paradox. A model of the physical vacuum as a superfluid is proposed. Structures forming in the superfluid physical vacuum that surround a particle can give explanation to the quantum entanglement phenomenon.

Full abstract ... BibLaTeX

@Article{Sotina-2022-1518,
   author    = {Sotina, Nina},
   title     = {Quantum nonlocality.},
   year      = {2022},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1518},
   urldate   = {2024-09-16},
}

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2022-10-19

Variable Speed of Light in 3-dimensional Euclidean Space

N. Sotina and N. Lvov

By accepting the existence of some ‘hidden’ dynamics, we show that experimental observations of the constancy of the speed of light can be explained in three-dimensional Euclidean space and the classical law of velocity addition. A mathematical analysis of the transverse Doppler Effect supports this hypothesis.

Full abstract ... BibLaTeX

@Article{Sotina-2022-1303,
   author    = {Sotina, Nina and Lvov, Nadia},
   title     = {Variable Speed of Light in 3-dimensional Euclidean Space},
   year      = {2022},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/1303},
   urldate   = {2024-09-16},
}

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2022-10-05

A mathematical derivation of the Maxwell equations

A. L. Vrba

Waves of all types are described mathematically using partial differential equations. Here, departing from this tradition, I describe waves using a novel system of three simultaneous vector algebraic equations. These equations when set in the electromagnetic domain are a novel mathematical reformulation of the Maxwell equations:

M (u, B, E) = {E = u \times B;

u = (B \times E) / {‖ B ‖}^{2};

B = (E \times u) / {‖ u ‖}^{2}}

where

u

is a velocity vector. Furthermore, the expressions for the permittivity

ϵ_{0}

, permeability

μ_{0}

and the magnetic flux density

B

are obtained by manipulating

M .

As an application of

M

Waves are described by a novel system of three simultaneous vector equations. These equations when set in the electromagnetic domain are a reformulation of the Maxwell equations, and could describe 3D-EM wave structures, e.g. ball-lightning.

Full abstract ... BibLaTeX

@Article{Vrba-2022-787,
   author    = {Vrba, Anton Lorenz},
   title     = {A mathematical derivation of the Maxwell equations},
   year      = {2022},
   pages     = {Online},
   journal   = {Proceedings; Harbingers of Neophysics},
   publisher = {PhysNew Ltd},
   address   = {Ryde, UK},
   issn      = {0000-0000},
   url       = {https://neophysics.org/p/787},
   urldate   = {2024-09-16},
}

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2022-10-01

A new n-dimensional associative and commutative, but non-distributive, algebra

A. L. Vrba

This paper introduces a new n-dimensional associative and commutative, but non-distributive, algebra. We define the spatial operator

_{s} j

that manipulates numbers in a multidimensional number-space (hyper-complex) according to the spatial angle

_{s} θ

, a tuple of angles

_{s} (θ_{1}, θ_{2}, \dots)

. The spatial number, which is expressed symbolically as

e^{_{s} θ}

, belongs to both the additive and multiplicative Abelian groups. They are non-distributive in multiplication with respect to addition, thus forming a non-distributive ring. Spatial numbers could have applications in vector algebra allowing the algebraic product of two vector quantities. Furthermore, they could be of interest in physics, and towards that purpose, I present a novel multi-dimensional solution of the wave equation that describes a spherical wave object whose centre propagates at a velocity

c

in a vector space.

Introducing n-dimensional numbers that form an associative and commutative, but non-distributive, algebra. They could find application in defining multidensional wave structures.

Full abstract ... BibLaTeX

@Online{Vrba-2022-987,
   author    = {Vrba, Anton Lorenz},
   title     = {A new n-dimensional associative and commutative, but non-distributive, algebra},
   year      = {2022},
   url       = {https://neophysics.org/p/987},
   urldate   = {2024-09-16},
}

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