Collett-Wolf sources and multimode lasers

Keywords

Superposition principle, Realization (probability), Laser, Optics, Physics

References

• Principles of OpticsMax Born, Emil Wolf — 2019
• Directionality of Gaussian Schell-model beams (A)John T. Foley, M. Suhail Zubairy — 1978
• Partially coherent sources which give rise to highly directional light beamsF. Gori, C. Palma — 1978
• An Introduction to Lasers and MasersA. E. Siegman, Hugo Weichel — 1974
• Generation of highly directional beams from a globally incoherent sourceJ. D. Farina, L. M. Narducci, Edward Collett — 1980
• Beams generated by Gaussian quasi-homogeneous sourcesEdward Collett, E. Wolf — 1980
• Intensity distribution due to a partially coherent field and the Collett-Wolf equivalence theorem in the Fresnel zoneBahaa E. A. Saleh — 1979
• Coherence and radiometryEmil Wolf — 1978
• Generalized collett-wolf sourcesP. De Santis, F. Gori, C. Palma — 1979
• Is complete spatial coherence necessary for the generation of highly directional light beams?Edward Collett, E. Wolf — 1978
• Connection between spatial coherence and modal structure in optical fibers and semiconductor lasersP. Spanò — 1980
• Partially coherent sources which produce the same far-field intensity distribution as a laserE. Wolf, Edward Collett — 1978
• New equivalence theorems for planar sources that generate the same distributions of radiant intensityEdward Collett, E. Wolf — 1979
• Coherence and radiometry with quasihomogeneous planar sourcesW. H. Carter, E. Wolf — 1977
• An example of a Collett-Wolf sourceP. De Santis, F. Gori, G. Guattari — 1979
• Spectral coherence and the concept of cross-spectral purityL. Mandeļ, E. Wolf — 1976
• The multiple plate antennaA. Schell — 1961
• Methods of theoretical physicsRichard B. Harvey — 1955
• Methods of Theoretical PhysicsPhilip Μ. Morse, Herman Feshbach, E. L. Hill — 1954

Cited by

• Computationally efficient coherent-mode representations.Richard H. Osborne, Mandana Nikpour, Lucy Busija — 2009
• DETERMINING SPATIAL MODES OF SEMICONDUCTOR LASERS USING SPATIAL COHERENCECarolyn May Wamky — 2002
• Propagation of some coherent and partially coherent laser beamsYangjian Cai — 2006
• Nonparaxial propagation of a multi-Gaussian Schell-model beamKelin Huang, Xun Wang, Zhirong Liu — 2015
• Tensor Method for Treating the Propagation of Scalar and Electromagnetic Gaussian Schell-Model Beams: A ReviewYangjian Cai, Fei Wang — 2010
• ANGULAR MOMENTUM DENSITY OF SURFACE PLASMON POLARITON ENHANCED ELECTROMAGNETIC FIELDS EXCITED BY TIGHTLY FOCUSED STATISTICAL BEAMSHao Cheng — 2015
• Beam coherence-polarization matrixF. Gori, Massimo Santarsiero, S. Vicalvi — 1998
• Evolution of the vortex part of the orbital angular momentum in separable first-order optical systemsMJ Martin Bastiaans, Tatiana Alieva — 2004
• Higher-order Gaussian beams: new achievementsM. Traı̈che — 2003
• Characterization of coherent and partially coherent Bessel-Gauss beamsC. Palma, Gabriella Cincotti, G. Guattari — 1996
• Twist phase induced changes of radiation force of a Gaussian Schell-model beam on a Rayleigh dielectric sphereChengliang Zhao, Yangjian Cai, Xuanhui Lu — 2009
• Far-Field Radiation Patterns Of Partially Coherent Sources: Numerical And Experimental ResultsJari Turunen, Kimmo Vakiparta, Qingsheng He — 1988
• Representation of dominant-mode laser beam as Gauss-Schell model beamŞtefan Amarande, Mironel Enescu — 1995
• Active laser radar systems with stochastic electromagnetic beams in turbulent atmosphere.Yangjian Cai, Olga Korotkova, Halil T. Eyyuboğlu — 2008
• Mode analysis of spectral changes in light propagation from sources of any state of coherenceAvshalom Gamliel — 1990
• Diffractive shaping of excimer laser beamsJari Turunen, Pertti Pääkkönen, Markku Kuittinen — 2000
• Propagation of a twist Gaussian–Schell model beam in non-Kolmogorov turbulenceYan Cui, Fei Wang, Yangjian Cai — 2014
• Spatial coherence of light passing through successive aperturesTomohiro Shirai, T. Asakura — 1993
• Ghost imaging with twisted Gaussian Schell-model beam.Yangjian Cai, Qiang Lin, Olga Korotkova — 2009
• Twisted Gaussian Schell-model beams. II. Spectrum analysis and propagation characteristicsK. Sundar, N. Mukunda, R. Simon — 1993

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