High Energy Particle Physics

1405 Submissions

[15] viXra:1405.0362 [pdf] replaced on 2014-06-27 08:43:41

Neutrinos and Gamma-ray

Authors: Yibing Qiu
Comments: 1 Page.

showing the relationship between Neutrinos and Gamma-ray
Category: High Energy Particle Physics

[14] viXra:1405.0358 [pdf] submitted on 2014-05-30 11:36:00

Hopf Fibration and E8 in Vedic Physics

Authors: John Frederick Sweeney
Comments: 34 Pages.

A parallel construction exists in Vedic Nuclear Physics which appears to be the Exceptional Lie Algebra E8 and the Hopf Fibration. This paper describes the key sphere H7 in Vedic Physics and then attempts to draw isomorphic relationships between the structures. In this way, this paper attempts to explain the relationship between E8 and the Hopf Fibration, which is not well understood generally, in the hope that Vedic Nuclear Physics may provide a heuristic model. Hypothesis about Exceptional Lie Algebras and related Hopf Fibrations, gives numerical values for Exceptional Lie Algebras and spheres.
Category: High Energy Particle Physics

[13] viXra:1405.0334 [pdf] submitted on 2014-05-27 16:07:44

Kinetic Energy

Authors: Lubomir Vlcek
Comments: 6 Pages. Status: With editors in Physical Review Letters

Relationship Lorentz derived from the asymmetrical form of the intensity of the moving charge. To derive it we do not need Lorentz's transformations equations, that is we do not need SPACE-TIME. We do not need local time, or covariant equations or physical simultaneity definition or invariant interval. In other words, in physics we do not need Einstein's theory of relativity. From the asymmetrical form of the intensity of the moving charge we can derive Gauss law, Faraday's law and derive the 4th Maxwell's equation, fictional by Maxwell and not to be derived.Kinetic energy of a charge moving at the velocity of v has two different values: in direction of motion as own kinetic energy of charge and against direction of motion of charge represents the wave energy, which creates charge in transmision medium.
Category: High Energy Particle Physics

[12] viXra:1405.0319 [pdf] replaced on 2016-03-16 00:28:47

Determining the Mass of a π-Meson and a Neutrino

Authors: Yibing Qiu
Comments: 1 Page.

Abstract: Determine the mass of a π-Meson and a Neutrino.
Category: High Energy Particle Physics

[11] viXra:1405.0307 [pdf] submitted on 2014-05-25 01:57:30

What is Quark?

Authors: Lubomir Vlcek
Comments: 4 Pages. Status: With editors in Physical Review Letters

Two energies, which are measured in opposite directions, and we consider them as quarks are actually two different kinetic energy of a single proton, the first in the direction of its movement, and the second in the opposite direction. Quarks are actually locked (confinement) in proton, as is clear from the individual tables.
Category: High Energy Particle Physics

[10] viXra:1405.0274 [pdf] replaced on 2014-07-24 07:11:02

Self Consistent Automatic QFT Predictions of Particle Masses

Authors: Nigel B. Cook
Comments: 16 Pages.

Please see paper (contains technical formulae). This is a revised version which includes a revised, much improved abstract. (The revisions are aimed at increasing clarity and fashionability of the theory towards the point where an edited version would pander sufficiently to popular dogmas and prejudices to be considered publishable.)
Category: High Energy Particle Physics

[9] viXra:1405.0255 [pdf] submitted on 2014-05-17 09:01:29

E8 + E8 Heterotic String Theory

Authors: John Frederick Sweeney
Comments: 23 Pages.

S.M. Phillips has articulated a fairly good model of the E8×E8 heterotic superstring, yet nevertheless has missed a few key aspects. This paper informs his model from the perspective of Vedic Nuclear Physics, as derived from the Rig Veda and two of the Upanishads. In addition, the author hypothesizes an extension of the Exceptional Lie Algebra Series beyond E8 to another 12 places or more, which correspond with a series of 20 Hyper - Circles in Vedic Nuclear Physics, the values for which are given here.
Category: High Energy Particle Physics

[8] viXra:1405.0253 [pdf] submitted on 2014-05-16 08:53:48

Supersymmetric Light and Dark Matter

Authors: Bernard Riley
Comments: 14 Pages.

Particles occupy mass levels within three geometric sequences that descend from the Planck Mass. Every third level in each sequence is a superlevel of type 1. Every fifth level in each sequence is a superlevel of type 2. The charged leptons in partnership with pseudoscalar mesons are arranged symmetrically about closely coincident superlevels of type 1. The quarks, in weak isospin doublets, are arranged symmetrically about closely coincident superlevels of type 2. A symmetrical pattern of three-sequence coincident superlevels of type 1 extends over many orders of magnitude. The electron and the up quark both participate in partnerships with pseudoscalar mesons that are arranged symmetrically about the centre of the pattern. The model admits of the partnership of an electron neutrino of mass of 10.9 meV with a scalar of mass ~2x10^7 GeV, and of the partnership of a 15.9 keV fermion, conjectured to be the sterile right-handed electron neutrino, with a scalar of mass ~16 GeV.
Category: High Energy Particle Physics

[7] viXra:1405.0249 [pdf] submitted on 2014-05-16 02:43:57

The Results of Recent Neutrino Velocity Experiments Disprove Special Relativity Theory

Authors: Ramzi Suleiman
Comments: 15 Pages.

The time dilation predicted by Special Relativity Theory is completely determined by the Lorentz Factor. The Invariance Principle, expressed in γ, puts two categorical constraints on the velocity β: 1. β< 1, and 2. γ(β) = γ(-β). The findings of recent neutrino velocity experiments, which tested the first constraint, reveal that the velocity of neutrinos is not statistically different from the velocity of light. Surprisingly, in all these experiments, the second constraint, γ(β) = γ(-β), which constitutes the essence of the Lorentz Invariance, was not tested. Here I explain why the design of the neutrino velocity experiments qualifies them as "severe" tests of the Lorentz invariance. I further show that Special Relativity fails colossally in predicting all the reported (v-c)/c values. I also show that for all the discussed experiments, abandoning the Lorentz Invariance yields accurate predictions.
Category: High Energy Particle Physics

[6] viXra:1405.0237 [pdf] submitted on 2014-05-14 05:14:55

L.vlcek Vixra, Getcited, Book, CD, Conferences 14.5.2014

Authors: Lubomir Vlcek
Comments: 1 Page. overview of works

L.Vlcek vixra, getcited, book, CD, Conferences 14.5.2014
Category: High Energy Particle Physics

[5] viXra:1405.0236 [pdf] submitted on 2014-05-14 05:56:52

Weakly Interacting Particles as Different States of a Structural Mass Unit

Authors: Eduard N. Klenov
Comments: 10 Pages.

We have delivered the concept of a structural mass unit as a carrier of a special basic structure, different states of which can be compared (juxtaposed) to weakly interacting particles and antiparticles. This structure radically differs from the compound structure of atoms and nuclei as it doesn’t contain the elements its mass is formed of, and its components cannot be interpreted in the concept of “particles” and removed from it. Mutual transformation of weakly interacting point particles is the result of basic structure and it is possible if every particle has an antiparticle. Mass (energy) of states of the basic structure carrier depends on the orientation of the components of this structure. Neutrino and antineutrino appear to be the states of the structural mass unit and therefore they possess mass. Antiparticles and particles are different states of the basic structure carrier, the structure components of which have opposite signs.
Category: High Energy Particle Physics

[4] viXra:1405.0228 [pdf] replaced on 2014-05-14 08:10:46

π-Meson and the Structure of a Nucleus

Authors: Yibing Qiu
Comments: 1 Page.

put forward a new combination mechanism of nuclear (hadrons)
Category: High Energy Particle Physics

[3] viXra:1405.0206 [pdf] replaced on 2016-03-25 03:47:21

A New Model of the Neutron Based on π-Mesons

Authors: Yibing Qiu
Comments: 1 Page.

Abstract: this article put forward a model of the neutron based on π-mesons
Category: High Energy Particle Physics

[2] viXra:1405.0030 [pdf] replaced on 2015-01-09 04:21:05

Cl(16) E8 Lagrangian Aqft

Authors: Frank Dodd Tony Smith Jr
Comments: 210 Pages.

Over the past 30 years or so I have been constructing Physics Models and writing about them as can be seen on my web sites at www.valdostamuseum.com/hamsmith/
www.tony5m17h.net/ and on viXra - list at vixra.org/author/frank_dodd_tony_smith_jr 
Due to experimental observations and my learning new techniques over those 30 years my Physics Models have been in a state of evolving flux - for example, 30 years ago their basis was the Lie Algebra Spin(8), then to contain vectors and spinors it was F4, then to contain the geometry of bounded complex domains it was E6, then Real Clifford Algebras were used to describe evolution from a Void Empty Set ø, then Periodicity showed the importance of Cl(8) and tensor product Cl(8)xCl(8) = Cl(16), then E8 emerged from Cl(16) to give the structure of a realistic local E8 Lagrangian, then completion of the union of all tensor products of Cl(16) local structures produced a realistic Algebraic Quantum Field Theory (AQFT). Since my works over those 30 years have been written from various points of view it is not easy to navigate among them. This paper is being written from a single point of view (that of May 2014) in the hope that it might be easier for readers to navigate. Although the nice math of my Cl(16)-E8 model is necessary, it is not sufficient. The Cl(16)-E8 model must be consistent with experimental observations. As of now, given that most calculations are tree-level, the model is substantially so consistent. An interesting test over the 2015-2016 time frame will be whether or not the LHC sees two additional Higgs mass states with cross section about 20% of that of a full Standard Model Higgs. V2 adds details about Cl(Cl(1,3)) and Cl(16). V3 revises and expands about transition to Quaternion structure at end of inflation.V4 adds details about Quantum Consciousness and E8. V5 adds more about E8 Lagrangian structure. V6 revises Root Vectors for Standard Model and for Gravity-Dark Energy. V7 adds detail and revises Root Vectors for SpaceTime and First-Generation Fermion Particles and AntiParticles. V8 adds more about emergence of AQFT from Completion of Union of Tensor Products of Local Lagrangian Cl(16). V9 adds more about the 3-state Higgs-Tquark System. V10 (vA) adds chapter on 600-cell geometry. V11 (vB) and V12 (vC) revise and expand chapter on 600-cell geometry. V13 (vD) clarifies Planck mass and adds Ghost material. V14 (vE) shows relationship between SU(2) weak force and Chiral projective twistor CP3. V15 (vF) revises some graphics and adds comparison with Garrett Lisi E8 model. V16 (vG) adds about second shell of E8 lattice, Dixon XY product, and Leech lattice, and about Mendel Sachs calculation of muon and Tquark masses.
Category: High Energy Particle Physics

[1] viXra:1405.0017 [pdf] submitted on 2014-05-03 07:23:00

Effective Spectral Function for Quasielastic Scattering on Nuclei

Authors: A. Bodek, M. E. Christy, B. Coopersmith
Comments: Submitted to Eur. Phys. J C. 15 pages, 22 figures

Spectral functions that are used in neutrino event generators (such as GENIE, NEUT, NUANCE, NUWRO, and GiBUU) to model quasielastic(QE) scattering from nuclear targets include Fermi gas, Local Thomas Fermi gas (LTF), Bodek-Ritche Fermi gas with high momentum tail, and the Benhar Fantoni two dimensional spectral function. We find that the predictions of these spectral functions for the d-sigma/d-nu distribution of QE events are in disagreement with the prediction of the psi' superscaling function which is extracted from fits to quasielastic electron scattering data on nuclear targets. It is known that spectral functions do not fully describe quasielastic scattering because they only model the initial state. Final state interactions distort the shape of d-sigma/d-nu, reduce the cross section at the peak and increase the cross section at the tails of the distribution. We show that the kinematic distributions predicted by the psi' superscaling formalism can be well described with a modified effective spectral function (EFS).
Category: High Energy Particle Physics