Acta Optica Sinica, Volume. 24, Issue 10, 1358(2004)
Critical Behavior of Optical Nonlinear Properties in Two-Component Composites
[1] [1] Stauffer D, Aharong A. Introduction to Percolation Theory. 2nd ed. Taylor and Francis, London, 1992
[2] [2] Yu K W, Tong P Y. Current distribution in the two-component hierarchical percolation model. Phys. Rev. (B), 1992, 46(18): 11487~11494
[3] [3] Clerc J P, Giraud G, Laugier J M et al.. The electrical conductivity of binary disordered systems, percolation clusters, fractals and related models. Adv. Phys., 1990, 39(3): 191~309
[5] [5] Levy O, Bergman D J. The bulk effective response of nonlinear random resistor networks: numerical study and analytic approximations. J. Phys.: Condense Matter, 1993, 5(38): 7095~7107
[6] [6] Stroud D, Hui P M. Nonlinear susceptibilities of granular matter. Phys. Rev. (B), 1988, 37(15): 8719~8724
[7] [7] Wright D C, Bergman D J, Kantor Y. Resistance fluctuations in random resistor networks above and below the percolation threshold. Phys. Rev. (B), 1986, 33(1): 396~401
[8] [8] Lee Hon-Chor, Siu Wing-Hon, Yu K W. Percolation effects in two-component strongly nonlinear composites: Universal scaling behavior. Phys. Rev. (B), 1995, 52(6): 4217~4222
[9] [9] Gao Lei, Lu Wengang, Li Zhenya. Comment on “Crossover exponents in percolating superconductor-nonlinear-conductor mixtures”. Phys. Rev. (B), 1999, 59(1): 668~670
[10] [10] Yu K W, Wang Y C, Hui P M et al.. Effective conductivity of nonlinear composites of spherical particles: A perturbation approach. Phys. Rev. (B), 1993, 47(4): 1782~1787
[11] [11] Blumenfeld R, Bergman D J. Comment on “Nonlinear susceptibilities of granular matter”. Phys. Rev. (B), 1991, 43(16): 13682~13683
[12] [12] Yu K W, Gu G Q. Electrostatic boundary-value problems of nonlinear media: a perturbation approach. Phys. Lett. (A), 1992, 168(4): 313~318
[13] [13] Stroud D, Wood V E. Decoupling approximation for the nonlinear-optical response of composite media. J. Opt. Soc. Am. (B), 1989, 6(4): 778~796
[14] [14] Hui P M, Chang K H. Effective nonlinear response in random nonlinear granular materials. Physica (A), 1996, 231(4): 408~416
[15] [15] Nakayama T, Yakubo K, Orbach R L. Dynamical properties of fractal networks: Scaling, numerical simulations, and physical realizations. Rev. Mod. Phys., 1994, 66(2): 381~443
[16] [16] Bergman D J, Stroud D. Physical properties of macroscopically inhomogeneous media. Solid State Physics, 1992, 46:147
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[in Chinese], [in Chinese]. Critical Behavior of Optical Nonlinear Properties in Two-Component Composites[J]. Acta Optica Sinica, 2004, 24(10): 1358