|
[1] C. Sun, S. Jia, C. Barsi, S. Rica, A. Picozzi, and J. W. Fleischer, "Observation of the kinetic condensation of classical waves," Nature Physics 8, 470-474 (2012). [2] C. C. Jeng, Y. N. Su, R. C. Hong, and R. K. Lee, "Control modulation instability in photorefractive crystals by the intensity ratio of background to signal fields," Optics express 23, 10266-10271 (2015). [3] T. B. Benjamin, and J. E. Feir, "Disintegration of Wave Trains on Deep Water .1. Theory," Journal of Fluid Mechanics 27, 417-430 (1967). [4] V. I. Bespalov, and V. I. Talanov, "Filamentary Structure of Light Beams in Nonlinear Liquids," Jetp Lett-Ussr 3, 307 (1966). [5] V. I. Karpman, "Self-Modulation of Nonlinear Plane Waves in Dispersive Media," Jetp Lett-Ussr 6, 277 (1967). [6] T. Shinbrot, and F. J. Muzzio, "Noise to order," Nature 410, 251-258 (2001). [7] A. Hasegawa, Plasma instabilities and nonlinear effects (Springer-Verlag, Berlin, New York,, 1975). [8] C. K. W. Tam, "Amplitude Dispersion and Nonlinear Instability of Whistlers," Phys Fluids 12, 1028- (1969). [9] A. Hasegawa, "Study of Self-Trapping Instability of Plasma Cyclotron Waves by Computer Experiments," B Am Phys Soc 15, 1455-1520 (1970). [10] A. Hasegawa, "Theory and Computer Experiment on Self-Trapping Instability of Plasma Cyclotron Waves," Phys Fluids 15, 870-890 (1972). [11] M. I. Carvalho, S. R. Singh, and D. N. Christodoulides, "Modulational instability of quasi-plane-wave optical beams biased in photorefractive crystals," Opt Commun 126, 167-174 (1996). [12] G. P. Agrawal, Nonlinear fiber optics (Elsevier / Academic Press, Amsterdam ; Boston, 2007). [13] A. M. Rubenchik, S. K. Turitsyn, and M. P. Fedoruk, "Modulation instability in high power laser amplifiers," Optics express 18, 1380-1388 (2010). [14] M. Droques, B. Barviau, A. Kudlinski, M. Taki, A. Boucon, T. Sylvestre, and A. Mussot, "Symmetry-breaking dynamics of the modulational instability spectrum," Optics letters 36, 1359-1361 (2011). [15] K. Nithyanandan, R. V. J. Raja, and K. Porsezian, "Modulational instability in a twin-core fiber with the effect of saturable nonlinear response and coupling coefficient dispersion," Physical Review A 87 (2013). [16] D. Kip, M. Soljacic, M. Segev, E. Eugenieva, and D. N. Christodoulides, "Modulation instability and pattern formation in spatially incoherent light beams," Science 290, 495-498 (2000). [17] M. Soljacic, M. Segev, T. Coskun, D. N. Christodoulides, and A. Vishwanath, "Modulation instability of incoherent beams in noninstantaneous nonlinear media," Physical review letters 84, 467-470 (2000). [18] M. F. Shih, C. C. Jeng, F. W. Sheu, and C. Y. Lin, "Spatiotemporal optical modulation instability of coherent light in noninstantaneous nonlinear media," Physical review letters 88 (2002). [19] D. V. Dylov, and J. W. Fleischer, "Modulation instability of a coherent-incoherent mixture," Optics letters 35, 2149-2151 (2010). [20] W. Krolikowski, O. Bang, J. J. Rasmussen, and J. Wyller, "Modulational instability in nonlocal nonlinear Kerr media," Phys Rev E 64 (2001). [21] A. Armaroli, and F. Biancalana, "Tunable modulational instability sidebands via parametric resonance in periodically tapered optical fibers," Optics express 20, 25096-25110 (2012). [22] C. C. Jeng, Y. Y. Lin, R. C. Hong, and R. K. Lee, "Optical Pattern Transitions from Modulation to Transverse Instabilities in Photorefractive Crystals," Physical review letters 102 (2009). [23] M. Shen, Y. N. Su, R. C. Hong, Y. Y. Lin, C. C. Jeng, M. F. Shih, and R. K. Lee, "Observation of phase boundaries in spontaneous optical pattern formation," Physical Review A 91 (2015). [24] Y. S. Kivshar, and D. E. Pelinovsky, "Self-focusing and transverse instabilities of solitary waves," Phys Rep 331, 118-195 (2000). [25] A. V. Mamaev, M. Saffman, D. Z. Anderson, and A. A. Zozulya, "Propagation of light beams in anisotropic nonlinear media: From symmetry breaking to spatial turbulence," Physical Review A 54, 870-879 (1996). [26] Y. Y. Lin, R. K. Lee, and Y. S. Kivshar, "Suppression of soliton transverse instabilities in nonlocal nonlinear media," J Opt Soc Am B 25, 576-581 (2008). [27] Y. Y. Lin, R. K. Lee, and Y. S. Kivshar, "Transverse instability of transverse-magnetic solitons and nonlinear surface plasmons," Optics letters 34, 2982-2984 (2009). [28] A. V. Mamaev, M. Saffman, and A. A. Zozulya, "Propagation of dark stripe beams in nonlinear media: Snake instability and creation of optical vortices," Physical review letters 76, 2262-2265 (1996). [29] G. Biondini, and D. Mantzavinos, "Universal Nature of the Nonlinear Stage of Modulational Instability," Physical review letters 116 (2016). [30] M. Isobe, "Calculation and Application of 1st-Order Cnoidal Wave Theory," Coast Eng 9, 309-325 (1985). [31] V. M. Petnikova, V. V. Shuvalov, and V. A. Vysloukh, "Multicomponent photorefractive cnoidal waves: Stability, localization, and soliton asymptotics," Phys Rev E 60, 1009-1018 (1999). [32] V. A. Vysloukh, V. M. Petnikova, K. V. Rudenko, and V. V. Shuvalov, "Multicomponent 'dark' cnoidal waves: stability and soliton asymptotes," Quantum Electron+ 29, 613-617 (1999). [33] N. M. Litchinitser, W. Krolikowski, N. N. Akhmediev, and G. P. Agrawal, "Asymmetric partially coherent solitons in saturable nonlinear media," Phys Rev E 60, 2377-2380 (1999). [34] V. A. Aleshkevich, V. A. Vysloukh, and Y. V. Kartashov, "Propagation of cnoidal waves in a medium with a saturable nonlinear response," Quantum Electron+ 31, 257-262 (2001). [35] Y. V. Kartashov, A. A. Egorov, V. A. Vysloukh, and L. Torner, "Stable one-dimensional periodic waves in Kerr-type saturable and quadratic nonlinear media," J Opt B-Quantum S O 6, S279-S287 (2004). [36] N. V. Kukhtarev, V. B. Markov, S. G. Odulov, M. S. Soskin, and V. L. Vinetskii, "Holographic Storage in Electrooptic Crystals .1. Steady-State," Ferroelectrics 22, 949-960 (1979). [37] C. Denz, P. Jander, M. Schwab, O. Sandfuchs, M. Belic, and F. Kaiser, "Transverse pattern formation and its control in photorefractive optics," Ann Phys-Berlin 13, 391-402 (2004). [38] P. Yeh, Introduction to photorefractive nonlinear optics (Wiley, New York, 1993). [39] M. Peccianti, and G. Assanto, "Incoherent spatial solitary waves in nematic liquid crystals," Optics letters 26, 1791-1793 (2001). [40] V. V. Shkunov, and D. Z. Anderson, "Radiation transfer model of self-trapping spatially incoherent radiation by nonlinear media," Physical review letters 81, 2683-2686 (1998). [41] D. Kip, M. Soljacic, M. Segev, S. M. Sears, and D. N. Christodoulides, "(1+1)-Dimensional modulation instability of spatially incoherent light," J Opt Soc Am B 19, 502-512 (2002). [42] C. C. Jeng, M. F. Shih, K. Motzek, and Y. Kivshar, "Partially incoherent optical vortices in self-focusing nonlinear media," Physical review letters 92 (2004). [43] W. H. Chu, C. C. Jeng, C. H. Chen, Y. H. Liu, and M. F. Shih, "Induced spatiotemporal modulation instability in a noninstantaneous self-defocusing medium," Optics letters 30, 1846-1848 (2005). [44] T. H. Coskun, D. N. Christodoulides, Y. R. Kim, Z. G. Chen, M. Soljacic, and M. Segev, "Bright spatial solitons on a partially incoherent background," Physical review letters 84, 2374-2377 (2000). [45] J. Klinger, H. Martin, and Z. G. Chen, "Experiments on induced modulational instability of an incoherent optical beam," Optics letters 26, 271-273 (2001). [46] M. Mitchell, and M. Segev, "Self-trapping of incoherent white light," Nature 387, 880-883 (1997). [47] M. Mitchell, Z. G. Chen, M. F. Shih, and M. Segev, "Self-trapping of partially spatially incoherent light," Physical review letters 77, 490-493 (1996). [48] D. Vonderlinde, and A. M. Glass, "Photorefractive Effects for Reversible Holographic Storage of Information," Appl Phys 8, 85-100 (1975). [49] P. Gunter, "Holography, Coherent-Light Amplification and Optical-Phase Conjugation with Photorefractive Materials," Phys Rep 93, 199-299 (1982). |