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Results: 1-9 |
Results: 9
Stability and formation of localized surface waves at the dielectric - photorefractive crystal boundary - art. no. 056610
Authors: Aleshkevich, V Kartashov, Y Egorov, A Vysloukh, V
Citation: V. Aleshkevich et al., Stability and formation of localized surface waves at the dielectric - photorefractive crystal boundary - art. no. 056610, PHYS REV E, 6405(5), 2001, pp. 6610
Self-bending of the coupled spatial soliton pairs in a photorefractive medium with drift and diffusion nonlinearity - art. no. 016603
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Self-bending of the coupled spatial soliton pairs in a photorefractive medium with drift and diffusion nonlinearity - art. no. 016603, PHYS REV E, 6302(2), 2001, pp. 6603
Self-frequency shift of cnoidal waves in a medium with delayed nonlinear response
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Self-frequency shift of cnoidal waves in a medium with delayed nonlinear response, J OPT SOC B, 18(8), 2001, pp. 1127-1136
Propagation and interaction of single and incoherently coupled nondiffracting beams in photorefractive medium with purely diffusion nonlinearity
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Propagation and interaction of single and incoherently coupled nondiffracting beams in photorefractive medium with purely diffusion nonlinearity, OPT COMMUN, 197(4-6), 2001, pp. 445-457
Nonlinear unidirectional coupler in photorefractive medium with diffusion nonlinearity
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Nonlinear unidirectional coupler in photorefractive medium with diffusion nonlinearity, OPT COMMUN, 192(3-6), 2001, pp. 365-375
On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limitedamplification
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., On the possibility of suppression of the self-frequency shift of the cnoidal waves in the medium with delayed nonlinear response by bandwidth-limitedamplification, OPT COMMUN, 190(1-6), 2001, pp. 373-383
Cnoidal waves compression by means of multisoliton effect
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Cnoidal waves compression by means of multisoliton effect, OPT COMMUN, 185(4-6), 2000, pp. 305-314
Self-bending of cnoidal waves in photorefractive medium with drift and diffusion nonlinearity
Authors: Aleshkevich, V Vysloukh, V Kartashov, Y
Citation: V. Aleshkevich et al., Self-bending of cnoidal waves in photorefractive medium with drift and diffusion nonlinearity, OPT COMMUN, 174(1-4), 2000, pp. 277-284
Diffraction and focusing of extremely short optical pulses: generalizationof the Sommerfeld integral
Authors: Aleshkevich, V Kartashov, Y Vysloukh, V
Citation: V. Aleshkevich et al., Diffraction and focusing of extremely short optical pulses: generalizationof the Sommerfeld integral, APPL OPTICS, 38(9), 1999, pp. 1677-1681
Risultati: 1-9 |