Add to ORKGwww.et3m.net) The Beltrami equation is derived from the Cartan identity assuming that the magnetic monopole is zero. It is shown that there are always longitudinal solutions of the Beltrami equation for the free electromagnetic field and some of these solutions are discussed in the contexts of electrodynamics, hydrodynamics, magnetohydrodynamics and cosmology. It is shown that B(3) type solutions always exist in the free electromagnetic field. Therefore photon mass is never identically zero and the standard model of physics is refuted
AbstractWe demonstrate that the total energy of electromagnetic field in the Bardeen and Ayón-Beato–...
Summary: "Foundations of algebrodynamics based on the previously proposed equations of biquaternioni...
The nonlinear, three-dimensional Euler equations can be reduced to a simple linear equation when the...
Solenoidal vector fields, which satisfy the condition that the field vector everywhere parallels to ...
Eugenio Beltrami (1835–1900) investigated by geometry and continuum mechanics if ambient space, wher...
We propose covariant and non-abelian generalizations of the magnetic helicity and Beltrami equation....
The Beltrami differential equations are intrinsic generalizations of the Cauchy–Riemann system in co...
The classical theory of electromagnetism is entirely revised in this book by proposing a variant of ...
We consider the existence of Beltrami fields with a nonconstant proportionality factor f in an open ...
Eugenio Beltrami investigated if ambient space, where physical phenomena occur, is Euclidean: such a...
Cloos CC. On the long-time behavior of the three-dimensional Dirac-Maxwell equation with zero magnet...
The two hyperbolic systems of PDEs we consider in this work are the source-free Maxwell-Born-Infeld ...
This paper is initially concerned with describing the dynamics of a system of interacting Dirac and ...
Ⓒ 2016 Dr Joseph Yew Choe ChanMagnetic monopoles are solutions to first order non-linear partial di...
It is shown that general relativity coupled to nonlinear electrodynamics (NED) with the Lagrangian L...
AbstractWe demonstrate that the total energy of electromagnetic field in the Bardeen and Ayón-Beato–...
Summary: "Foundations of algebrodynamics based on the previously proposed equations of biquaternioni...
The nonlinear, three-dimensional Euler equations can be reduced to a simple linear equation when the...
Solenoidal vector fields, which satisfy the condition that the field vector everywhere parallels to ...
Eugenio Beltrami (1835–1900) investigated by geometry and continuum mechanics if ambient space, wher...
We propose covariant and non-abelian generalizations of the magnetic helicity and Beltrami equation....
The Beltrami differential equations are intrinsic generalizations of the Cauchy–Riemann system in co...
The classical theory of electromagnetism is entirely revised in this book by proposing a variant of ...
We consider the existence of Beltrami fields with a nonconstant proportionality factor f in an open ...
Eugenio Beltrami investigated if ambient space, where physical phenomena occur, is Euclidean: such a...
Cloos CC. On the long-time behavior of the three-dimensional Dirac-Maxwell equation with zero magnet...
The two hyperbolic systems of PDEs we consider in this work are the source-free Maxwell-Born-Infeld ...
This paper is initially concerned with describing the dynamics of a system of interacting Dirac and ...
Ⓒ 2016 Dr Joseph Yew Choe ChanMagnetic monopoles are solutions to first order non-linear partial di...
It is shown that general relativity coupled to nonlinear electrodynamics (NED) with the Lagrangian L...
AbstractWe demonstrate that the total energy of electromagnetic field in the Bardeen and Ayón-Beato–...
Summary: "Foundations of algebrodynamics based on the previously proposed equations of biquaternioni...
The nonlinear, three-dimensional Euler equations can be reduced to a simple linear equation when the...