Using of the generalized special relativity (GSR) in estimating the neutrino masses to explain the conversion of electron neutrinos

Hilo, M. H. M.

doi:10.4236/ns.2011.34044

Cited by 5 publications

(6 citation statements)

References 24 publications

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“…The speed of light is assumed to be constant in the gravity field. This assumption is confirmed by obtaining the light speed in accursed space time [7].…”

Section: Introductionmentioning

confidence: 55%

Deriving of the Generalized Special Relativity (GSR) by Using Mirror Clock and Lorentz Transformations

Hilo¹,

Elgani²,

Elhai³

et al. 2014

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Einstein relativity theory shows its high capability of promoting itself to solve the long stand physical problems. The so-called generalized special relativity (GSR) was derived later, using the beautiful Einstein relation between field and space-time curvature. In this work we re-derive (GSR) expression of time by incorporating the field effect in it, and by using mirror clock and Lorentz transformations. This expression reduces to that of (GSR) the previous conventional one, besides reducing to special relativistic expression. It also shows that the speed of light is constant inside the field and is equal to C. This means that the observed decrease of light in matter and field is attributed to the strong interaction of photons with particles and mediates which causes successive absorption and reemission processes that lead to time delay. This absorption process makes some particles appear to move faster than light within the field or medium. This new expression, unlike that of GSR, can describe time and coordinate relativistic expressions for strong as well as weak fields at constant acceleration.

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“…The speed of light is assumed to be constant in the gravity field. This assumption is confirmed by obtaining the light speed in accursed space time [7].…”

Section: Introductionmentioning

confidence: 55%

Deriving of the Generalized Special Relativity (GSR) by Using Mirror Clock and Lorentz Transformations

Hilo¹,

Elgani²,

Elhai³

et al. 2014

Self Cite

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“…The rest mass of particles can be obtained by using the GSR expression for the mass moving with speed in a potential, where [12].…”

Section: Particles Rest Masses Using Generalized Special Relativity Bmentioning

confidence: 99%

“…These models are based on generalized special relativity (GSR) or potential dependent special relativity (PSR). These models explain the origin of masses of elementary particles and the high speed of neutrino, besides change of neutrino mass [11][12][13]. Many papers exhibit experiments done to show that the photon rest mass is non zero.…”

Section: Introductionmentioning

confidence: 99%

Determination of Photon and Elementary Particles Rest Masses Using Maxwell’s Equations and Generalized Potential Dependent Special Relativity

Ahmed¹,

Yousif²,

Kurawa³

et al. 2020

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The nature and origin of the photon and elementary rest masses are some of the challenging problems that physics face. The approaches used to solve these problems are complex and time-consuming. Specifically, the photon rest mass pays attention to theoretical physicists. Many experimental works show that the photon rest mass is non zero. This problem can be solved using generalized potential dependent special relativity, which has been derived using simple arguments, and Maxwell's equations, besides the conventional Einstein energy-momentum relation. The results obtained show that the rest mass of photons and elementary particles are strongly dependent on the vacuum energy and a universal constant. This result conforms with the models that predict time decaying vacuum energy associated with production of smaller rest mass particles followed by larger masses. The two potential dependent mass expressions conform with the cosmological models that suggest the photon is generated first by assuming the universe consisting of total constant vacuum with decaying cosmological part and mass generating part. Using Maxwell's equations, beside plank and De Broglie hypothesis together with special relativity energy-momentum relation the photon rest mass is estimated. It was shown that the photon rest mass is extremely small

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“…When the effect of motion only is considered, the expression of time in the special relativity (SR) is found to be [8]. …”

Section: Special Rrelativity In the Presensce Of The Gravitationmentioning

confidence: 99%

“…It is convenient to re-express  in terms of the proper time, associated with the impact of gravity on the previous physical quantities, (time, length, and mass) [8].…”

Section: Special Rrelativity In the Presensce Of The Gravitationmentioning

confidence: 99%

Generalized general and special relativity in the presence of the gravitation, related to the space-time curvature

Hilo¹,

Allah²,

M.³

et al. 2012

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Using the equation of motion expression in a curved space proper time is a useful method to explain the relation between the curvature of space-time and the potential of any field obtained. Taking into account the expression for the Hamiltonian density, the effect of fields, as well as the effect of motion, on the mass, and, their effect on energy is found. The new expression of energy reduced to the ordinary Newton's energy expression. It also explains the gravitational red shift.

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Using of the generalized special relativity (GSR) in estimating the neutrino masses to explain the conversion of electron neutrinos

Cited by 5 publications

References 24 publications

Deriving of the Generalized Special Relativity (GSR) by Using Mirror Clock and Lorentz Transformations

Deriving of the Generalized Special Relativity (GSR) by Using Mirror Clock and Lorentz Transformations

Determination of Photon and Elementary Particles Rest Masses Using Maxwell’s Equations and Generalized Potential Dependent Special Relativity

Generalized general and special relativity in the presence of the gravitation, related to the space-time curvature

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