10 citations · 83 across the 27 of their papers we have counts for
27 papers
Backflow in vector Gaussian beams
Tomasz Radożycki
The phenomenon of Poynting backflow in a single vector Gaussian beam is examined. The paraxial Maxwell equations and their exact solutions containing terms proportional to the smal…
Accurate paraxial Maxwell beams
Tomasz Radozycki
In this work, the paraxial version of Maxwell equations is derived with the use of two Riemann-Silberstein vectors. Exact solutions of these equations are then obtained representin…
Guiding polarizable particles in multi-hole Gaussian beams
Tomasz Radozycki
The present paper discusses certain special Gaussian beams that, thanks to some polynomial prefactors, have uniquely designed holes in the irradiance. Such holes, or rather tubes,…
Properties of "special'' hyperbolic Bessel-Gaussian optical beams
Tomasz Radożycki
An explicit formula for a new type of beams, which in this work are called the "special" hyperbolic Bessel-Gaussian (SHBG) beams, has been derived, using the method of the Hankel t…
Constructing various paraxial beams out of regular and modified Bessel-Gaussian modes
Tomasz Radożycki
Various superpositions of Bessel-Gaussian beams and modified Bessel Gaussian beams are considered. Two selected parameters characterizing these beams, with respect to which the sup…
Generalized solution of the paraxial equation
Tomasz Radozycki
A fairly general expression for a light beam is found as a solution of the paraxial Helmholtz equation. It is achieved by exploiting appropriately chosen complex variables which en…