Method for generating sub-wavelength space-time vortex under strong focusing condition
A sub-wavelength, strong focusing technology, applied in the field of micro-nano optics, can solve the problems of space-time helical phase destruction, etc., and achieve the effect of strong performance and strong scalability
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[0051] like figure 1 As shown, after the custom-made incident space-time wave packet is focused by a lens with high numerical aperture, a space-time vortex light field on the sub-wavelength scale with expected topological charges can be obtained on the focal plane of the lens. The intensity and phase distribution of the focused space-time vortex in the space-time domain can be calculated by Debye integral. Here, the specific implementation of the technical solution is described by taking the generation of a focused space-time vortex with a topological charge of +1 as an example, including the following steps:
[0052] Step 1: For the focal-field space-time vortex with topological charge +1, its Laguerre-Gaussian modulus can be determined as
[0053] Step 2: Use formula (1) to decompose the Laguerre-Gaussian mode of the focal field of the space-time vortex, and obtain the Hermitian-Gaussian mode of the same order as According to formula (3) and formula (4), we can get Th...
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