We study the three-dimensional field distribution of a focused axially symmetric flattened Gaussian beam. In particular, exact closed-form expressions for the intensity along the optical axis and at the focal plane are provided, together with a comparison between our results and those pertinent to the case of a converging spherical wave diffracted by a hard-edge circular aperture. Some hints for future investigations are also given
By expanding the hard aperture function into a finite sum of complex Gaussian functions, some approx...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
We theoretically derive the electric field distribution of an astigmatic Gaussian laser beam after i...
We study the three-dimensional field distribution of a focused axially symmetric flattened Gaussian ...
We determine the amount of power of a focused axially symmetric flattened Gaussian beam that falls o...
The phenomenon of focal shift is studied for the case of focused coherent beams showing a flat-toppe...
Flattened Gaussian beams are characterized by a waist profile that passes in a continuous way from a...
Flattened Gaussian beams are characterized by a waist profile that passes in a continuous way from a...
Thesis (M.S.)--University of Rochester. College of Engineering and Applied Science. Institute of Opt...
Using the electromagnetic equivalent of the Kirchhoff diffraction integral, we investigate the effec...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 2009.The recent trend in applications...
The exact expressions of the electromagnetic field pertinent to Gaussian and flattened Gaussian line...
The focusing properties of azimuthally polarized hyperbolic-cosine-Gaussian (ChG) beam are investiga...
PART I. Closed form solutions have been derived for the focal plane diffraction patterns of (a) a c...
A closed-form propagation equation of Hermite-cosh-Gaussian beams passing through an unapertured thi...
By expanding the hard aperture function into a finite sum of complex Gaussian functions, some approx...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
We theoretically derive the electric field distribution of an astigmatic Gaussian laser beam after i...
We study the three-dimensional field distribution of a focused axially symmetric flattened Gaussian ...
We determine the amount of power of a focused axially symmetric flattened Gaussian beam that falls o...
The phenomenon of focal shift is studied for the case of focused coherent beams showing a flat-toppe...
Flattened Gaussian beams are characterized by a waist profile that passes in a continuous way from a...
Flattened Gaussian beams are characterized by a waist profile that passes in a continuous way from a...
Thesis (M.S.)--University of Rochester. College of Engineering and Applied Science. Institute of Opt...
Using the electromagnetic equivalent of the Kirchhoff diffraction integral, we investigate the effec...
Thesis (Ph. D.)--University of Rochester. Institute of Optics, 2009.The recent trend in applications...
The exact expressions of the electromagnetic field pertinent to Gaussian and flattened Gaussian line...
The focusing properties of azimuthally polarized hyperbolic-cosine-Gaussian (ChG) beam are investiga...
PART I. Closed form solutions have been derived for the focal plane diffraction patterns of (a) a c...
A closed-form propagation equation of Hermite-cosh-Gaussian beams passing through an unapertured thi...
By expanding the hard aperture function into a finite sum of complex Gaussian functions, some approx...
A family of closed form expressions for the scalar field of strongly focused Gaussian beams in oblat...
We theoretically derive the electric field distribution of an astigmatic Gaussian laser beam after i...