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- W2969123587 abstract "In this paper, we mainly investigate the propagation properties of shape-variable four-petal Gaussian vortex breathers in strongly nonlocal nonlinear media. The analytical expression of the shape-variable four-petal Gaussian vortex breather is derived in Cartesian coordinate system by means of mathematical integral method. A series of evolution properties are described analytically and numerically, such as the transverse intensity pattern, the phase distribution, the variation of the second-order moment beam width, and the on-axis light intensity. It is found that the topological charge number and the beam order of the shape-variable four-petal Gaussian vortex breather play important roles in the propagation process, and their effects on the propagation properties of the shape-variable four-petal Gaussian vortex breather are discussed graphically." @default.
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- W2969123587 date "2019-12-01" @default.
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- W2969123587 title "Shape-variable four-petal Gaussian vortex breathers in strongly nonlocal nonlinear media" @default.
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- W2969123587 doi "https://doi.org/10.1016/j.rinp.2019.102583" @default.
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