When three or more plane waves overlap in space, complete destructive interference occurs on nodal lines, also called phase singularities or optical vortices. For super positions of three plane waves, the vortices are straight, parallel lines. For four plane waves the vortices form an array of closed or open loops. For five or more plane waves the loops are irregular. We illustrate these patterns numerically and experimentally and explain the three-, four- and five-wave topologies with a phasor argument
An analysis is presented of the phase vortices generated in the far field, by an arbitrary arrangeme...
Optical vortices (OVs) are singular optical beams with a spiral phase dislocation in their wavefront...
Experiments performed with different vortex pump beams show for the first time the algebra of the vo...
Optical vortices (phase singularities) arise from interference and are threads of darkness embedded ...
We present a study of spatial structures created by superposition of spiral zone plates used for gen...
Geometric and topological properties of phase singularity lines in three-dimensional complex scalar ...
In three-dimensional space, a wave dislocation, that is, a quantized (optical) vortex or phase singu...
In this paper the phase singularities of the electromagnetic field near a sub-wavelength slit are st...
We predict the splitting of a high-order optical vortex into a constellation of unit vortices, upon ...
Natural and artificially created light fields in three-dimensional space contain lines of zero inten...
Spiral pattern is formed for coaxial interference between two vortex beams with different radii of w...
Optical singularities are points in complex scalar and vector fields where a property of the field b...
We explore the propagation and diffraction of optical vortices (Laguerre-Gaussian beams) of varying ...
We present the computational results on the formation of diverse complex 3D vortex lattices by a des...
The superposition of noncoaxial light beams containing screw wave-front dislocations is shown to cre...
An analysis is presented of the phase vortices generated in the far field, by an arbitrary arrangeme...
Optical vortices (OVs) are singular optical beams with a spiral phase dislocation in their wavefront...
Experiments performed with different vortex pump beams show for the first time the algebra of the vo...
Optical vortices (phase singularities) arise from interference and are threads of darkness embedded ...
We present a study of spatial structures created by superposition of spiral zone plates used for gen...
Geometric and topological properties of phase singularity lines in three-dimensional complex scalar ...
In three-dimensional space, a wave dislocation, that is, a quantized (optical) vortex or phase singu...
In this paper the phase singularities of the electromagnetic field near a sub-wavelength slit are st...
We predict the splitting of a high-order optical vortex into a constellation of unit vortices, upon ...
Natural and artificially created light fields in three-dimensional space contain lines of zero inten...
Spiral pattern is formed for coaxial interference between two vortex beams with different radii of w...
Optical singularities are points in complex scalar and vector fields where a property of the field b...
We explore the propagation and diffraction of optical vortices (Laguerre-Gaussian beams) of varying ...
We present the computational results on the formation of diverse complex 3D vortex lattices by a des...
The superposition of noncoaxial light beams containing screw wave-front dislocations is shown to cre...
An analysis is presented of the phase vortices generated in the far field, by an arbitrary arrangeme...
Optical vortices (OVs) are singular optical beams with a spiral phase dislocation in their wavefront...
Experiments performed with different vortex pump beams show for the first time the algebra of the vo...