In this article a theoretical research is described into focusing of a linearly polarized helico-conical Lorentz beam with a sine-azimuthal variation wavefront. The simulation results show the vortex charge on the axis, which has an obvious modulation effect on the focal modes of the Lorenz beam under certain beam parameters and phase parameters. Both the phase parameter and the vortex charge are zero, the focal spot appears round. The focal spot is symmetric about y axis when the charge is 0 and the phase parameter is adjusted. And the focal evolution patterns vary remarkably under different beam parameters and the phase parameters. In the process of focus evolution, there appears some novel focal patterns, such as a circle, a “T”, a butte...
The focusing properties of azimuthally polarized hyperbolic-cosine-Gaussian (ChG) beam are investiga...
We amend the general belief that waves with extended spherical wavefront focus at their center of cu...
The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A meth...
Focusing properties of linearly polarized Lorentz–Gauss beam with one on-axis optical vortex was inv...
Focal shaping plays an important role in many optical focusing systems. In this paper, the focusing ...
Focusing properties of the radially polarized Bessel–Gauss beam with a sine-azimuthal variation wave...
Tight focusing of radially polarized beams with a devil’s vortex lens is numerically investigated. M...
The focusing properties of a concentric piecewise cylindrical vector beam is investigated theoretica...
We investigate the tight focusing properties of partially coherent and radially polarized vortex bea...
We have experimentally and theoretically shown that the circularly polarized beam bearing a singly c...
The spatial variation of vector vortex beams with arbitrary polarization states and orbital angular ...
We theoretically investigate the tight focusing properties of hybridly polarized vector beams. Some ...
The Rayleigh criterion explains the diffraction limit and provides guidance for improving the perfor...
Vectorial optical fields are a type of structured optical fields with inhomogeneous polarization dis...
A circularly polarized vortex beam possesses similar focusing properties as a radially polarized bea...
The focusing properties of azimuthally polarized hyperbolic-cosine-Gaussian (ChG) beam are investiga...
We amend the general belief that waves with extended spherical wavefront focus at their center of cu...
The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A meth...
Focusing properties of linearly polarized Lorentz–Gauss beam with one on-axis optical vortex was inv...
Focal shaping plays an important role in many optical focusing systems. In this paper, the focusing ...
Focusing properties of the radially polarized Bessel–Gauss beam with a sine-azimuthal variation wave...
Tight focusing of radially polarized beams with a devil’s vortex lens is numerically investigated. M...
The focusing properties of a concentric piecewise cylindrical vector beam is investigated theoretica...
We investigate the tight focusing properties of partially coherent and radially polarized vortex bea...
We have experimentally and theoretically shown that the circularly polarized beam bearing a singly c...
The spatial variation of vector vortex beams with arbitrary polarization states and orbital angular ...
We theoretically investigate the tight focusing properties of hybridly polarized vector beams. Some ...
The Rayleigh criterion explains the diffraction limit and provides guidance for improving the perfor...
Vectorial optical fields are a type of structured optical fields with inhomogeneous polarization dis...
A circularly polarized vortex beam possesses similar focusing properties as a radially polarized bea...
The focusing properties of azimuthally polarized hyperbolic-cosine-Gaussian (ChG) beam are investiga...
We amend the general belief that waves with extended spherical wavefront focus at their center of cu...
The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A meth...