AbstractIn this paper, we focus on the on-axis intensity evolutions of hollow beams in nonlinear media with a high nonlocality. It is found that, the evolutions of on-axis intensity with different beam powers are always periodic during propagation, whereas, depending on different beam powers, the evolution curves of on-axis intensity in each period may exhibit themselves as three different types, namely, a concave, a platform, or a convex shape. The critical power, the extreme values of on-axis intensity and their corresponding positions are all given analytically
AbstractUsing the idea of the angular spectral plane-wave expansion all the basic parameters of mono...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
Developing a complete vectorial description of optical nonparaxial propagation of highly focused bea...
In this paper, we focus on the on-axis intensity evolutions of hollow beams in nonlinear media with ...
AbstractIn this paper, we focus on the on-axis intensity evolutions of hollow beams in nonlinear med...
Nonlinear Schr\"{o}dinger equation was originally derived in nonlinear optics as a model for beam pr...
We investigate the beam width evolution of astigmatic hollow Gaussian beams propagating in highly no...
AbstractWe investigate the beam width evolution of astigmatic hollow Gaussian beams propagating in h...
Propagating light beams with widths down to and below the optical wavelength require bulky large-ape...
In this paper, the propagation properties of hollow Gaussian beams (HGBs) are discussed in detail wh...
The behaviour of light at the interface between different materials underpins the entire field of Op...
Based on the Collins integral formula, the analytic expressions of propagation of the coherent and t...
A new and very general beam solution of the paraxial wave equation in Cartesian coordinates is prese...
While the paraxial approximation is applicable to many, even most, optical systems, the highly non-p...
In this paper, exact analytical Helmholtz bright and dark soliton solutions for a Kerr nonlinearity ...
AbstractUsing the idea of the angular spectral plane-wave expansion all the basic parameters of mono...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
Developing a complete vectorial description of optical nonparaxial propagation of highly focused bea...
In this paper, we focus on the on-axis intensity evolutions of hollow beams in nonlinear media with ...
AbstractIn this paper, we focus on the on-axis intensity evolutions of hollow beams in nonlinear med...
Nonlinear Schr\"{o}dinger equation was originally derived in nonlinear optics as a model for beam pr...
We investigate the beam width evolution of astigmatic hollow Gaussian beams propagating in highly no...
AbstractWe investigate the beam width evolution of astigmatic hollow Gaussian beams propagating in h...
Propagating light beams with widths down to and below the optical wavelength require bulky large-ape...
In this paper, the propagation properties of hollow Gaussian beams (HGBs) are discussed in detail wh...
The behaviour of light at the interface between different materials underpins the entire field of Op...
Based on the Collins integral formula, the analytic expressions of propagation of the coherent and t...
A new and very general beam solution of the paraxial wave equation in Cartesian coordinates is prese...
While the paraxial approximation is applicable to many, even most, optical systems, the highly non-p...
In this paper, exact analytical Helmholtz bright and dark soliton solutions for a Kerr nonlinearity ...
AbstractUsing the idea of the angular spectral plane-wave expansion all the basic parameters of mono...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
Developing a complete vectorial description of optical nonparaxial propagation of highly focused bea...