The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A method to design the pupil field in order to shape the focal field of radially or azimuthally polarized phase vortex is introduced. With this method, we are able to obtain a pupil field to achieve a longitudinally polarized hollow spot with a depth of focus up to 12Y and 0.28Y lateral resolution (FWHM) for an optical system with numerical aperture 0.99; a pupil field to generate eight focal spots along the optical axis is also obtained with this method.Accepted Author ManuscriptImPhys/Optic
Focusing of an optical vortex with sectorial azimuthal polarization is numerically investigated. An ...
Copyright © 2014 C. Mariyal et al. This is an open access article distributed under the Creative Com...
Focusing properties of the radially polarized Bessel–Gauss beam with a sine-azimuthal variation wave...
The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A meth...
The Rayleigh criterion explains the diffraction limit and provides guidance for improving the perfor...
This paper was published in Optic Express and is made available as an electronic reprint with the pe...
Tight focusing of radially polarized beams with a devil’s vortex lens is numerically investigated. M...
The properties of optical vortex provide new insights into a wide range of optical and physical phen...
Vectorial optical fields are a type of structured optical fields with inhomogeneous polarization dis...
With a semi-analytical result from the Extended Nijboer-Zernike theory (which relates the Zernike mo...
Based on the vectorial Debye theory, the tight focusing properties of partially coherent, radially p...
It is well known that an optical field consists of phase, amplitude, and the state of polarization (...
We propose a method to generate a vectorial focal field with reconfigurable distributions for both t...
Vectorial polarimetry is a novel high-resolution microscopy technique with potential applications in...
837-843The property of orthogonality of Zernike circle polynomials and their representation of bala...
Focusing of an optical vortex with sectorial azimuthal polarization is numerically investigated. An ...
Copyright © 2014 C. Mariyal et al. This is an open access article distributed under the Creative Com...
Focusing properties of the radially polarized Bessel–Gauss beam with a sine-azimuthal variation wave...
The focal field properties of radially/azimuthally polarized Zernike polynomials are studied. A meth...
The Rayleigh criterion explains the diffraction limit and provides guidance for improving the perfor...
This paper was published in Optic Express and is made available as an electronic reprint with the pe...
Tight focusing of radially polarized beams with a devil’s vortex lens is numerically investigated. M...
The properties of optical vortex provide new insights into a wide range of optical and physical phen...
Vectorial optical fields are a type of structured optical fields with inhomogeneous polarization dis...
With a semi-analytical result from the Extended Nijboer-Zernike theory (which relates the Zernike mo...
Based on the vectorial Debye theory, the tight focusing properties of partially coherent, radially p...
It is well known that an optical field consists of phase, amplitude, and the state of polarization (...
We propose a method to generate a vectorial focal field with reconfigurable distributions for both t...
Vectorial polarimetry is a novel high-resolution microscopy technique with potential applications in...
837-843The property of orthogonality of Zernike circle polynomials and their representation of bala...
Focusing of an optical vortex with sectorial azimuthal polarization is numerically investigated. An ...
Copyright © 2014 C. Mariyal et al. This is an open access article distributed under the Creative Com...
Focusing properties of the radially polarized Bessel–Gauss beam with a sine-azimuthal variation wave...