This brief note points out that classical Maxwell equations on fractal distributions can accommodate fractional magnetic charges. Although these fractional objects are un-observable at energy scales significantly lower than the electroweak scale ( EWM), their cumulative contribution may become relevant for charge quantization in Dirac’s theory of magnetic monopoles
Magnetic Monopole is a consequence of the existence of the duality symmetry in electrodynamics. Alth...
We study the fractional boundary charges (FBCs) occurring in nanowires in the presence of periodical...
Abstract: The purpose of this paper is to explain the pattern of fill factors observed in the Fract...
Abstract: It is widely believed that Dirac magnetic monopoles and their related electric charges mu...
If magnetic monopoles with Schwinger's value of the magnetic charge would exist then that would pose...
Electric and magnetic fields of fractal distribution of charged particles are considered. The fracti...
Abstract Unified theories of strong, weak and electromagnetic interactions which have electric charg...
We consider the demonstration of Dirac charge quantization and interpret the main equation as the si...
....If one supposes that a particle with a single magnetic pole can exist and that it interacts with...
The symmetry between electric and magnetic fields in the sourcefree Maxwell’s equations naturally su...
Maxwell's equations on Cantor sets are derived from the local fractional vector calculus. It is show...
Within the possible role of fractal geometry in scaling electrodynamics ’ fundamentals, the “superfl...
Adapting the \(\Lambda\)-fractional derivative, in fact the unique fractional derivative correspondi...
Deduce a version of Poynting’s theorem [1] in macroscopic electrodynamics supposing that magnetic ch...
Abstract: Employing Dirac’s suggested approach to “perfect and generalise the mathematical formalism...
Magnetic Monopole is a consequence of the existence of the duality symmetry in electrodynamics. Alth...
We study the fractional boundary charges (FBCs) occurring in nanowires in the presence of periodical...
Abstract: The purpose of this paper is to explain the pattern of fill factors observed in the Fract...
Abstract: It is widely believed that Dirac magnetic monopoles and their related electric charges mu...
If magnetic monopoles with Schwinger's value of the magnetic charge would exist then that would pose...
Electric and magnetic fields of fractal distribution of charged particles are considered. The fracti...
Abstract Unified theories of strong, weak and electromagnetic interactions which have electric charg...
We consider the demonstration of Dirac charge quantization and interpret the main equation as the si...
....If one supposes that a particle with a single magnetic pole can exist and that it interacts with...
The symmetry between electric and magnetic fields in the sourcefree Maxwell’s equations naturally su...
Maxwell's equations on Cantor sets are derived from the local fractional vector calculus. It is show...
Within the possible role of fractal geometry in scaling electrodynamics ’ fundamentals, the “superfl...
Adapting the \(\Lambda\)-fractional derivative, in fact the unique fractional derivative correspondi...
Deduce a version of Poynting’s theorem [1] in macroscopic electrodynamics supposing that magnetic ch...
Abstract: Employing Dirac’s suggested approach to “perfect and generalise the mathematical formalism...
Magnetic Monopole is a consequence of the existence of the duality symmetry in electrodynamics. Alth...
We study the fractional boundary charges (FBCs) occurring in nanowires in the presence of periodical...
Abstract: The purpose of this paper is to explain the pattern of fill factors observed in the Fract...