Study of scattering from a sphere with an eccentrically located spherical inclusion by generalized Lorenz-Mie theory: internal and external field distributionWANG, J. J; GOUESBET, G; HAN, Y. P et al.Journal of the Optical Society of America. A, Optics, image science, and vision (Print). 2011, Vol 28, Num 1, pp 24-39, issn 1084-7529, 16 p.Article

On rainbows of inhomogeneous spherical dropletsHAN XIANG'E; JIANG HUIFEN; REN KUANFANG et al.Optics communications. 2007, Vol 269, Num 2, pp 291-298, issn 0030-4018, 8 p.Article

Control over parameters of photonic nanojets of dielectric microspheresGEINTS, Yu. E; PANINA, E. K; ZEMLYANOV, A. A et al.Optics communications. 2010, Vol 283, Num 23, pp 4775-4781, issn 0030-4018, 7 p.Article

Localized approximation of generalized Lorenz-Mie theory: faster algorithm for computations of beam shape coefficients, g_n^mREN, K. F; GREHAN, G; GOUESBET, G et al.Particle & particle systems characterization. 1992, Vol 9, Num 2, pp 144-150, issn 0934-0866Article

Generalized Lorenz-Mie theory: first exact values and comparisons with the localized approximationMAHEU, B; GREHAN, G; GOUESBET, G et al.Applied optics. 1987, Vol 26, Num 1, pp 23-25, issn 0003-6935Article

Measurements of beam shape coefficients in generalized Lorenz-Mie theory and the density-matrix approach. Part 2: The density-matrix approachGOUESBET, G.Particle & particle systems characterization. 1997, Vol 14, Num 2, pp 88-92, issn 0934-0866Conference Paper

On the generalized Lorenz-Mie theory: first attempt to design a localized approximation to the computation of the coefficients g_n^mGOUESBET, G; GREHAN, G; MAHEU, B et al.Journal of optics. 1989, Vol 20, Num 1, pp 31-43, issn 0150-536XArticle

Monte Carlo simulation of the interaction between an ultra-short pulse and a strongly scattering medium : The case of large particlesCALBA, C; ROZE, C; GIRASOLE, T et al.Optics communications. 2006, Vol 265, Num 2, pp 373-382, issn 0030-4018, 10 p.Article

Maximal degree of polarization for visible light scattered by an aqueous dropletXIN CHENG; XIANGZHAOWANG.Optik (Stuttgart). 2010, Vol 121, Num 2, pp 138-141, issn 0030-4026, 4 p.Article

Transformations of spherical beam shape coefficients in generalized Lorenz-Mie theories through rotations of coordinate systems. IV. Plane wavesGOUESBET, G; WANG, J. J; HAN, Y. P et al.Optics communications. 2010, Vol 283, Num 17, pp 3244-3254, issn 0030-4018, 11 p.Article

Asymptotic quantum elastic generalized Lorenz-Mie theoryGOUESBET, G.Optics communications. 2006, Vol 266, Num 2, pp 704-709, issn 0030-4018, 6 p.Article

Computations of the g_n coefficients in the generalized Lorenz-Mie theory using three different methodsGOUESBET, G; GREHAN, G; MAHEU, B et al.Applied optics. 1988, Vol 27, Num 23, pp 4874-4883, issn 0003-6935Article

Electromagnetic scattering by an absorbing macroscopic sphere is cross-sectionally equivalent to a superposition of two effective quantum processesGOUESBET, G.Journal of optics. A, Pure and applied optics (Print). 2007, Vol 9, Num 4, pp 369-375, issn 1464-4258, 7 p.Article

A transparent macroscopic sphere is cross-sectionally equivalent to a superposition of two quantum-like radial potentialsGOUESBET, G.Optics communications. 2006, Vol 266, Num 2, pp 710-715, issn 0030-4018, 6 p.Article

Lorenz-Mie theory for spheres immersed in an absorbing host mediumQUINTEN, M; ROSTALSKI, J.Particle & particle systems characterization. 1996, Vol 13, Num 2, pp 89-96, issn 0934-0866Article

Light scattering signatures of individual spheres on optically smooth conducting surfacesWEBER, D. C; DAN HIRLEMAN, E.Applied optics. 1988, Vol 27, Num 19, pp 4019-4026, issn 0003-6935Article

Calculation of axial optical forces exerted on medium-sized particles by optical trapMAO, Fang-Lin; XING, Qi-Rong; KAI WANG et al.Optics and laser technology. 2007, Vol 39, Num 1, pp 34-39, issn 0030-3992, 6 p.Article

Simulation of LDA and PDA measuring techniques in the nanometer particle size rangeVAMOS, Lénard; JANI, Péter.Proceedings of SPIE, the International Society for Optical Engineering. 2005, pp 59481Q.1-59481Q.9, issn 0277-786X, isbn 0-8194-5955-0, 2VolConference Paper

Validity of the cylindrical localized approximation for arbitrary shaped beams in generalized Lorenz-Mie theory for circular cylindersGOUESBET, G.Journal of modern optics (Print). 1999, Vol 46, Num 8, pp 1185-1200, issn 0950-0340Article

EFFETS MECANIQUES ET STRUCTURES DE FAISCEAUX EN THEORIE DE LORENZ-MIE GENERALISEE = MECHANICAL EFFECTS AND LASER BEAM STRUCTURE USINGPolaert, Hubert; Grehan, Gerard.1999, 148 p.Thesis

Asymptotic quantum inelastic generalized Lorenz-Mie theoryGOUESBET, G.Optics communications. 2007, Vol 278, Num 1, pp 215-220, issn 0030-4018, 6 p.Article

Generalized Lorenz-Mie theory for non-spherical particles with applications to phase-Doppler anemometryDOICU, A; SCHABEL, S; EBERT, F et al.Particle & particle systems characterization. 1996, Vol 13, Num 2, pp 79-88, issn 0934-0866Article

Generalized optical theorem for on-axis Gaussian beamsGOUESBET, G; LETELLIER, C; GREHAN, G et al.Optics communications. 1996, Vol 125, Num 1-3, pp 137-157, issn 0030-4018Article

The mechanism of light storage in spherical microcavities explored on a femtosecond time scaleSIEBERT, T; SBANSKI, O; SCHMITT, M et al.Optics communications. 2003, Vol 216, Num 4-6, pp 321-327, issn 0030-4018, 7 p.Article

Numerical predictions of microcavity internal fields created by femtosecond pulses, with emphasis on whispering gallery modesMEES, L; GOUESBET, G; GREHAN, G et al.Journal of optics. A, Pure and applied optics (Print). 2002, Vol 4, Num 5, pp S150-S153, issn 1464-4258Conference Paper