We introduce and examine a collection of unusual electromagnetic disturbances. Each of these is an exact, monochromatic solution of Maxwell's equations in free space with looped electric and magnetic field lines of finite extent and a localised appearance in all three spatial dimensions. Included are the first explicit examples of monochromatic electromagnetic knots. We also consider the generation of our unusual electromagnetic disturbances in the laboratory, at both low and high frequencies, and highlight possible directions for future research, including the use of unusual electromagnetic disturbances as the basis of a new form of three-dimensional display
We extend the t-z mapping of time-dependent paraxial optics by engineering a synthetic magnetic vect...
International audienceUnless the beam's transverse electric field components are divergence-free in ...
This thesis considers a linear system constructed of monochromatic radiation trapped between end re...
We introduce and examine a collection of unusual electromagnetic disturbances. Each of these is an e...
We introduce and examine a collection of unusual electromagnetic disturbances. Each of these is an e...
We propose an antenna designed to generate monochromatic electromagnetic knots and other 'unusual el...
Maxwell’s equations allow for curious solutions characterized by the property that all electric and ...
Maxwell’s equations allow for curious solutions characterized by the property that all electric and ...
Classical Maxwell's equations have been fundamental to our understanding of physics since their ince...
Anderson localization is a halt of diffusive wave propagation in disordered systems. Despite extensi...
Abstract. Maxwell’s equations allow for some remarkable solutions consisting of pulsed beams of ligh...
The aim of this paper is to use the existing relation between polarized electromagnetic Gowdy spacet...
Maxwell’s equations allow for some remarkable solutions consisting of pulsed beams of light which ha...
Destructive interference may lead to complete cancellation when light waves travelling in different ...
We study the generation of an electromagnetic current in monolayer graphene immersed in a weak perpe...
We extend the t-z mapping of time-dependent paraxial optics by engineering a synthetic magnetic vect...
International audienceUnless the beam's transverse electric field components are divergence-free in ...
This thesis considers a linear system constructed of monochromatic radiation trapped between end re...
We introduce and examine a collection of unusual electromagnetic disturbances. Each of these is an e...
We introduce and examine a collection of unusual electromagnetic disturbances. Each of these is an e...
We propose an antenna designed to generate monochromatic electromagnetic knots and other 'unusual el...
Maxwell’s equations allow for curious solutions characterized by the property that all electric and ...
Maxwell’s equations allow for curious solutions characterized by the property that all electric and ...
Classical Maxwell's equations have been fundamental to our understanding of physics since their ince...
Anderson localization is a halt of diffusive wave propagation in disordered systems. Despite extensi...
Abstract. Maxwell’s equations allow for some remarkable solutions consisting of pulsed beams of ligh...
The aim of this paper is to use the existing relation between polarized electromagnetic Gowdy spacet...
Maxwell’s equations allow for some remarkable solutions consisting of pulsed beams of light which ha...
Destructive interference may lead to complete cancellation when light waves travelling in different ...
We study the generation of an electromagnetic current in monolayer graphene immersed in a weak perpe...
We extend the t-z mapping of time-dependent paraxial optics by engineering a synthetic magnetic vect...
International audienceUnless the beam's transverse electric field components are divergence-free in ...
This thesis considers a linear system constructed of monochromatic radiation trapped between end re...