The Lagrangean Hydrodynamic Representation of Dirac Equation
Journal Title: To Physics Journal - Year 2018, Vol 1, Issue 2
Abstract
This work derives the Lagrangean hydrodynamic representation of the Dirac field that, by using the minimum action principle in the non-Euclidean generalization, can possibly lead to the formulation of the Einstein equation as a function of the fermion field.
Authors and Affiliations
Piero Chiarelli
Hypothetical Plants of Venus and Objects of Unidentified Nature
The results of a series of Soviet VENERA missions are the only existing direct observations of Venus' surface. Recently, a series of studies was devoted to strange entities in re-processed images that were returned from...
Multiply Charged Ions and Their Effective Applications
The creation of high-power lasers has opened a new era in the development of basic research and cutting-edge technologies in various fields of practical application. All this is, first of all, due to the unique propertie...
High Energy High Repetition Rate P-P Lasers.
A technique for obtaining of the repetitively pulsed operating regime in high-power wide-aperture lasers is proposed and experimentally realized. In this regime, the laser emits a train of pulses with duration of 100–150...
Wormholes in k(R,T) Gravity
The wormhole solution could be found by solving the Einstein field equations with violating the null energy condition (NEC). We represent wormhole solutions in $\kappa(R,T)$ gravity (Teruel , 2017) in two different ways....
Some Physical Properties of Cubic System Miscellaneous Compounds
The norm of elastic constant tensor and the norms of the irreducible parts of the elastic constants of different types of cubic system miscellaneous compounds are calculated. The relation of the scalar parts norm and the...