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- W4384343273 abstract "Using the Richards–Wolf diffraction integral, the longitudinal energy evolution on the focal plane of the fractional order vector vortex (FOVV) beams was studied. These beams possessed a vortex topological charge n and a polarization topological charge m, and were subjected to tight focusing through a larger numerical aperture. Our investigation revealed the existence of backflow energy when the binary topological charges n and m satisfied the conditions of n + m = 2 or n − m = −2. The component circularly polarized vortex beams of e−i2ϕe^+ (i.e., the minus second-order vortex right circularly polarized beam) and ei2ϕe^− (i.e., the second-order vortex left circularly polarized beam) played significant roles in the generation of reverse energy flux at the focal region. For FOVV beams with binary topological charges n and m, whose sum and difference were integers, the longitudinal energy on the focal plane exhibited axial symmetry. If the sum or the difference of the topological charges n and m was not an integer, the axisymmetric longitudinal energy on the focal plane was disrupted." @default.
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- W4384343273 date "2023-07-14" @default.
- W4384343273 modified "2023-10-16" @default.
- W4384343273 title "Energy Backflow in Tightly Focused Fractional Order Vector Vortex Beams with Binary Topological Charges" @default.
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- W4384343273 doi "https://doi.org/10.3390/photonics10070820" @default.
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