Search Results - "Razueva, E.V."

Structural stability of spiral beams and fine structure of an energy flow by Volyar, A.V., Abramochkin, E.G., Razueva, E.V., Akimova, Ya.E., Bretsko, M.V.

“…The problem of structural stability of wave systems with great numbers of degrees of freedom directly concerns the issue of redistribution of energy fluxes in…”
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Mellin transform of quartic products of shifted Airy functions by Abramochkin, E.G., Razueva, E.V.

“…The Mellin transform of quartic products of shifted Airy functions is evaluated in a closed form. Some particular cases expressed in terms of the logarithm…”
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Fast Rotating Spiral Light Beams by Razueva, E V, Abramochkin, E G

“…Structurally stable rotating light fields (spiral beams) are investigated for various values of the rotation velocity. We prove that, in general, the fields…”
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Generation of two-lobe light fields with a rotating intensity distribution under propagation for single emitter spectroscopy by Volostnikov, V.G., Vorontsov, E.N., Kotova, S.P., Losevsky, N.N., Prokopova, D.V., Razueva, E.V., Samagin, S.A.

“…The paper outlines the results of studies on the generation of two-lobe light fields with the intensity distribution rotating during the field propagation…”
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Application of Spiral Laser Beams for Beam Shaping Problem by Abramochkin, E.G., Razueva, E.V., Volostnikov, V.G.

“…Spiral beams are paraxial structurally stable rotating wavefields. For any planar curve there are such spiral beams, whose intensity shape is similar to the…”
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Fourier Invariant Singular Wavefields and Beam Shaping Problem by Abramochkin, E.G., Razueva, E.V., Volostnikov, V.G.

“…Hermite-Laguerre-Gaussian beams are paraxial structurally stable solutions of the parabolic equation. Some relations of these beams with fractional Fourier…”
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Experimental Realization of Light Beams with Vortical Component for Micro-Manipulation Problems by Korobtsov, A.V., Kotova, S.P., Losevsky, N.N., Razueva, E.V.

“…Experimental realization of spiral beams and related light beams with phase singularities is considered. The beams have various intensity shape and may be…”
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Matrix description of a Hermite-Laguerre-Gaussian beam transformation in astigmatic optical systems by Abramochkin, E.G., Razueva, E.V., Volostnikov, V.G.

“…A generalization of ABCD matrix rule for transformation of a higher Gaussian beam in general astigmatic optical systems is proposed. This way is simpler than…”
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