arXiv subjects

Engel Roza

Publications and source records attributed to Engel Roza.

4 recordsLinked to original sources

arXiv2016

The Gravitational Constant as a quantum mechanical expression

A quantitatively verifiable expression for the Gravitational Constant is derived in terms of quantum mechanical quantities. This derivation appears to be possible by selecting a suitable physical process in which the transformation of the equation of motion into a quantum mechanical wave equation can be obtained by Einstein's geodesic approach. The selected process is the pi-meson, modeled as the one-body equivalent of a two-body quantum mechanical oscillator in which the vibrating mass is modeled as the result of the two energy fluxes from the quark and the antiquark. The quantum mechanical formula for the Gravitational Constant appears to show a quantitatively verifiable relationship with the Higgs boson as conceived in the Standard Model.

physics.gen-ph↗

arXiv2009

On the existence of the magnetic monopole and the non-existence of the Higgs-particle

In this paper the existence of the Higgs field is taken as an undeniable starting point. However, the origin of the field is challenged. Rather than ascribing the origin of it to a yet undiscovered phantom particle, the origin is ascribed directly to electromagnetic energy, in particular as magnetic charge next to electric charge of elementary pointlike particles. To this end two instruments are used. The first one is the transform of the Higgs field from a functional description into a spatial description, without changing the basic properties. The other instrument is the concept of the magnetic monopole, as introduced by Dirac. The two instruments appear to fit well together. The results of all of this is that electromagnetic energy on its own is the source of all mass. It implies that the search after the Higgs particle will remain fruitless. No other equations, apart from Maxwell's Equations and Dirac's Equation are required to express the fundamentals of quantum waves and quantum fields, which makes the disputed Klein Gordon Equation obsolete. The theory reveals an algorithm to explain the ratios between the lepton masses. In that sense the theory shows a predictive element, while grosso modo, as shown, no derogation is done to the results and instruments of canonic theory.

physics.gen-ph↗

arXiv2007

The quantummechanical wave equations from a relativistic viewpoint

A derivation is presented of the quantummechanical wave equations based upon the Equity Principle of Einstein's General Relativity Theory. This is believed to be more generic than the common derivations based upon Einstein's energy relationship for moving particles. It is shown that Schrodinger's Equation, if properly formulated, is relativisticly covariant. This makes the critisized Klein-Gordon Equation for spinless massparticles obsolete. Therefore Dirac's Equation is presented from a different viewpoint and it is shown that the relativistic covariance of Schrodinger's Equation gives a natural explanation for the dual energy outcome of Dirac's derivation and for the nature of antiparticles. The propagation of wave functions in an energy field is studied in terms of propagation along geodesic lines in curved space-time, resulting in an equivalent formulation as with Feynman's path integral. It is shown that Maxwell's wave equation fits in the developed framework as the massless limit of moving particles. Finally the physical appearance of electrons is discussed including a quantitative calculation of the jitter phenomenon of a free moving electron.

physics.gen-ph↗

arXiv2007

A uniform description of electromagnetism and wave mechanics

The paper shows the relationship between the major wave equations in quantum mechanics and electromagnetism, such as Schroedinger's equation, Dirac's equation and the Maxwell equations. It is shown that they can be derived in a striking simple way from a common root. This root is the relativistic fourvector formulation of the momentum conservation law. This is shown to be a more attractive starting-point than Einstein's energy relationship for moving particles, which is commonly used for the purpose. The theory developed gives a new interpretation for the origin of antiparticles.

quant-ph↗