The fractional Fourier transform (FRT) is shown to be of potential use in analyzing the motion of a surface by use of holographic interferometry. The extra degree of freedom made available by the use of the FRT allows information regarding both translational and tilting motion to be obtained in an efficient manner.Not applicabl
Out-of-plane deformations of a cantilever were measured using phase-shifting digital holographicinte...
A definition of fractional Fourier transform as the generalization of ordinary Fourier transform is ...
The well-known formulation and properties of Hermite-Gaussian beams and spherical mirror resonators ...
It is shown that both surface tilting and translational motion can be independently estimated by use...
The optical fractional Fourier transform (OFRT) in combination with speckle photography has previous...
It is shown that both surface tilting and translational motion can be independently estimated by use...
Holographic interferometry is a method for analyzing the light scattered off the surface of material...
The authors have studied the diffraction pattern produced by a particle field illuminated by an elli...
Cataloged from PDF version of article.The fractional Fourier transform is a mathematical operation t...
Digital speckle photography can be used in the analysis of surface motion in combination with an opt...
The concept of fractional Fourier transform and its applications is discussed. The fractional Fourie...
The Fractional Fourier transform (FrFT), as a generalization of the classical Fourier Transform, was...
The analysis of holointerferograms is hindered by the fact that they by themselves do not contain su...
A reflection-based optical implementation of two simultaneous scale-invariant fractional Fourier tra...
A relatively unknown yet powerful technique, the so-called fractional Fourier transform (FrFT), is ...
Out-of-plane deformations of a cantilever were measured using phase-shifting digital holographicinte...
A definition of fractional Fourier transform as the generalization of ordinary Fourier transform is ...
The well-known formulation and properties of Hermite-Gaussian beams and spherical mirror resonators ...
It is shown that both surface tilting and translational motion can be independently estimated by use...
The optical fractional Fourier transform (OFRT) in combination with speckle photography has previous...
It is shown that both surface tilting and translational motion can be independently estimated by use...
Holographic interferometry is a method for analyzing the light scattered off the surface of material...
The authors have studied the diffraction pattern produced by a particle field illuminated by an elli...
Cataloged from PDF version of article.The fractional Fourier transform is a mathematical operation t...
Digital speckle photography can be used in the analysis of surface motion in combination with an opt...
The concept of fractional Fourier transform and its applications is discussed. The fractional Fourie...
The Fractional Fourier transform (FrFT), as a generalization of the classical Fourier Transform, was...
The analysis of holointerferograms is hindered by the fact that they by themselves do not contain su...
A reflection-based optical implementation of two simultaneous scale-invariant fractional Fourier tra...
A relatively unknown yet powerful technique, the so-called fractional Fourier transform (FrFT), is ...
Out-of-plane deformations of a cantilever were measured using phase-shifting digital holographicinte...
A definition of fractional Fourier transform as the generalization of ordinary Fourier transform is ...
The well-known formulation and properties of Hermite-Gaussian beams and spherical mirror resonators ...