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Vortex theory of electromagnetism and its non-Euclidean character

Submitted by Ali_Hadjesfandiari on

Although the theory of electrodynamics has been around for a long time, its fundamental geometrical character has not been understood.  My knowledge in continuum mechanics, especially vortex theory in fluid mechanics and rigid body dynamics, has enabled me to complete the theory of relativity and reveal the hidden geometric character of electrodynamics.  Amazingly, everything in electrodynamics is about rotation, vorticity and mean curvature.  

You can see that my new development in size-dependent continuum mechanics and the vortex theory of electromagnetism are related.  The mean curvature vector is the consistent measure of deformation in couple stress continuum mechanics.  Interestingly, the generalization of mean curvature vector in four-dimensional space-time has been hidden in the Maxwell’s inhomogeneous equations.

 

Encl.: please find the attached pdf file

 

Attachment Size
Electro_Vortex_IMECHANICA.pdf 942.14 KB