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Results: 1-14 |
Results: 14
Nonparaxial gaussian beams: 3. Optical vortices
Authors: Volyar, AV Shvedov, VG Fadeeva, TA Konshu, EA
Citation: Av. Volyar et al., Nonparaxial gaussian beams: 3. Optical vortices, TECH PHYS L, 27(6), 2001, pp. 525-528
The birth, annihilation, and evolution of nonparaxial optical vortices: 2.Topological dipole
Authors: Volyar, AV Fadeeva, TA Lapaeva, SN
Citation: Av. Volyar et al., The birth, annihilation, and evolution of nonparaxial optical vortices: 2.Topological dipole, TECH PHYS L, 27(11), 2001, pp. 945-948
Structural stability of a nonparaxial singular mode beam
Authors: Volyar, AV Shvedov, VG Fadeeva, TA
Citation: Av. Volyar et al., Structural stability of a nonparaxial singular mode beam, TECH PHYS, 46(8), 2001, pp. 1063-1067
Structure of a nonparaxial Gaussian beam near the focus: III. Stability, eigenmodes, and vortices
Authors: Volyar, AV Shvedov, VG Fadeeva, TA
Citation: Av. Volyar et al., Structure of a nonparaxial Gaussian beam near the focus: III. Stability, eigenmodes, and vortices, OPT SPECTRO, 91(2), 2001, pp. 235-245
The structure of a nonparaxial Gaussian beam near the focus: II. Optical vortices
Authors: Volyar, AV Shvedov, VG Fadeeva, TA
Citation: Av. Volyar et al., The structure of a nonparaxial Gaussian beam near the focus: II. Optical vortices, OPT SPECTRO, 90(1), 2001, pp. 93-100
Nonparaxial Gaussian beams: 2. Splitting of the singularity lines and the optical magnus effect
Authors: Volyar, AV Fadeeva, TA
Citation: Av. Volyar et Ta. Fadeeva, Nonparaxial Gaussian beams: 2. Splitting of the singularity lines and the optical magnus effect, TECH PHYS L, 26(8), 2000, pp. 740-743
Nonparaxial Gaussian beams: 1. vector fields
Authors: Volyar, AV
Citation: Av. Volyar, Nonparaxial Gaussian beams: 1. vector fields, TECH PHYS L, 26(7), 2000, pp. 573-575
Optical vortices in low-mode fibers: III. Dislocation reactions, phase transitions, and topological birefringence
Authors: Volyar, AV Zhilaitis, VZ Fadeeva, TA
Citation: Av. Volyar et al., Optical vortices in low-mode fibers: III. Dislocation reactions, phase transitions, and topological birefringence, OPT SPECTRO, 88(3), 2000, pp. 397-405
Topological birefringence and combined Rytov-Magnus effect
Authors: Volyar, AV Zhilaitis, VZ Fadeeva, TA Shvedov, VG
Citation: Av. Volyar et al., Topological birefringence and combined Rytov-Magnus effect, TECH PHYS L, 25(3), 1999, pp. 185-186
Rotation of the wavefront of an optical vortex in free space
Authors: Volyar, AV Shvedov, VG Fadeeva, TA
Citation: Av. Volyar et al., Rotation of the wavefront of an optical vortex in free space, TECH PHYS L, 25(3), 1999, pp. 203-206
Topological phase in a nonparaxial Gaussian beam
Authors: Volyar, AV Fadeeva, TA Shvedov, VG
Citation: Av. Volyar et al., Topological phase in a nonparaxial Gaussian beam, TECH PHYS L, 25(11), 1999, pp. 891-893
Optical eddies in small-mode fibers: II. The spin-orbit interaction
Authors: Volyar, AV Zhilaitis, VZ Shvedov, VG
Citation: Av. Volyar et al., Optical eddies in small-mode fibers: II. The spin-orbit interaction, OPT SPECTRO, 86(4), 1999, pp. 593-598
Optical vortices in low-mode fibers: I. Angular momentum of field
Authors: Volyar, AV Fadeeva, TA
Citation: Av. Volyar et Ta. Fadeeva, Optical vortices in low-mode fibers: I. Angular momentum of field, OPT SPECTRO, 86(2), 1999, pp. 242-250
Optical vortices in the scattering field of magnetic domain holograms
Authors: Groshenko, NA Makalish, OS Volyar, AV
Citation: Na. Groshenko et al., Optical vortices in the scattering field of magnetic domain holograms, TECH PHYS, 43(12), 1998, pp. 1450-1453
Risultati: 1-14 |