From Maxwell Stresses to Nonlinear Field Equations
Stoil Donev, Maria Tashkova
Abstract
This paper aims to show that making use of Newton's view on equations of motion of a physical system and of the Maxwell stress tensor we come to a natural nonlinearization of Maxwell equations in vacuum making use only of nonrelativistic terms. The new equations include all Maxwell solutions plus new ones, among which one may find time-stable and spatially finite ones with photon-like properties and behavior.
Create a lesson
Related papers
Quantifying Bicycle Setup Differences on the Road: Field Estimates of CdA, Crr and Power Demand
Mario Zinßer
Spin-induced lateral acoustic forces on chiral and achiral particles
Yurou Jia, Shanjun Liang, Wanyue Xiao et al.
Hamiltonian dynamics with nonconservative forces on extended phase space: An analytical mechanics derivation
Joseph T. A Peterson, Manoranjan Majji, John L. Junkins
Optimization of curved vortex generator geometry for enhanced thermal performance in water-to-air finned-tube heat exchanger
Josip Batista, Anica Trp, Kristian Lenić et al.
Accurate structural identification for layered composite structures, through a wave and finite element scheme
D. Chronopoulos, C. Droz, R. Apalowo et al.
An Integral Equation for the Surface Current in the Problem of the Natural Modes of a Waveguide Containing a Resistive Film
I. M. Braver, Kh. L. Garb, P. Sh. Fridberg