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20112019
most citedAnisotropic diffraction induced by orbital angular momentum during propagations of optical beams

33 citations · 73 across the 10 of their papers we have counts for

collaborators

10 papers

physics.optics2019

Experimental observation of anisotropic diffraction induced by orbital angular momentum

Guo Liang, Huicong Zhang, Lei Fang +3

We reveal for the first time a direct relationship between the diffraction of optical beams and their carrying orbital angular momentum (OAM). We experimentally demonstrate a novel…

physics.optics2018★ 33 cited

Anisotropic diffraction induced by orbital angular momentum during propagations of optical beams

Guo Liang, Yuqing Wang, Qi Guo +1

It is demonstrated that the orbital angular momentum (OAM) carried by the elliptic beam without the phase-singularity can induce the anisotropic diffraction (AD). The quantitative…

physics.optics2015★ 25 cited

Transition between self-focusing and self-defocusing in nonlocally nonlinear media

Guo Liang, Weiyi Hong, Yahong Hu +7

We reveal the relevance between the nonlocality and the focusing/defocusing states in nonlocally nonlinear media, and predict a novel phenomenon that the self-focusing/self-defocus…

nlin.PS2014★ 9 cited

Spiraling elliptic breathers in saturable nonlinear media with linear anisotropy

Guo Liang, Qi Guo, Qian Shou +1

We have introduced a class of spiraling elliptic breathers in saturable nonlinear media with linear anisotropy. Two kinds of evolution behaviors of the breathers, rotating and pend…

nlin.PS2014

Application of canonical Hamiltonian formulation to nonlinear light-envelope propagations

Guo Liang, Qi Guo

We first point out it is conditional to apply the variational approach to the nonlocal nonlinear Schrödinger equation (NNLSE), that is, the response function must be an even functi…

physics.class-ph2013

Canonical equations of Hamilton for the nonlinear Schrödinger equation

Guo Liang, Qi Guo, Zhanmei Ren

We define two different systems of mathematical physics: the second-order differential system (SODS) and the first-order differential system (FODS). The Newton's second law of moti…