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JOURNALS // Computer Optics // Archive

Computer Optics, 2020 Volume 44, Issue 6, Pages 863–870 (Mi co857)

This article is cited in 5 papers

OPTO-IT

Experimental investigation of the energy backflow in the tight focal spot

V. V. Kotlyarab, S. S. Stafeevba, A. G. Nalimovab, A. A. Kovalevba, A. P. Porfirevab

a Samara National Research University, 443086, Samara, Russia, Moskovskoye Shosse 34
b IPSI RAS – Branch of the FSRC "Crystallography and Photonics" RAS, 443001, Samara, Russia, Molodogvardeyskaya 151

Abstract: Using two identical microobjectives with a numerical aperture NA = 0.95, we experimentally demonstrate that the on-axis intensity near the tight focal spot of an optical vortex with a topological charge 2 is zero for right-handed circular polarization and nonzero for left-handed circular polarization. This serves to confirm that in the latter case there is a reverse energy flow on the optical axis, as testified by a very weak local maximum (the Arago spot) detected at the center of the measured energy flow distribution, caused by diffraction of the direct energy flow by a 300 nm circle (the diameter of a reverse energy flow tube). The comparison of numerical and experimental intensity distributions shows that it is possible to determine the diameter of the reverse energy flow "tube", which is equal to the distance between the adjacent intensity nulls. For NA = 0.95 and a 532 nm incident wavelength, the diameter of the on-axis reverse energy flow "tube" is measured to be 300 nm. It is also experimentally shown that when an optical beam with second-order cylindrical polarization is focused with a lens with NA = 0.95, there is a circularly symmetric energy flow in the focus with a very weak maximum in the center (the Arago spot), whose distribution is determined by diffraction of the direct energy flow by a 300 nm circular region, where the energy flow is reverse. This also confirms that in this case, there is a reverse energy flow on the optical axis.

Keywords: energy backflow, tight focusing, optical experiment, Richards-Wolf formulae, FDTD-method, optical vortex, cylindrical vector beam.

Received: 03.06.2020
Accepted: 13.07.2020

DOI: 10.18287/2412-6179-CO-763



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