| [ 1] 郭柏灵 非线性演化方程[M].北京: 科学出版社, 1997.[ 2] CHRISTO C I, VELARDEM G. Dissipative Solutions[ J] . Physica D, 1995, 86: 323~ 347.[ 3] VELARDEM G, NORMAND C. Convection[ J] . Sci. Am. , 1980, 243: 92~ 106.[ 4] ELPHICH C, et al. Interacting Localized Structures with Galieau Invariance[ J] . Phys. Rev. A, 1991, 44: 1110~ 1122.[ 5] KAWARHARA T, TOH S. Pulse Interactions in an Unstable Dissipative- dispersion Nonlinear System[ J] . Phys. Fluids, 1988, 31:2103~ 2111.[ 6] KUDRYASHEV N A. Exact Solitary Solutions for a Generalized Equation of Evolution for the Wave Dynamics [ J] . Prikl. Math.meckh. , 1988, 52: 464~ 470.[ 7] PARKES E J, D UFFY B R. Travelling Solitary Wave Solutions to a Compound KdV- burgers Equation[ J] . Phys. Lett. A, 1997, 299:217~ 220.[ 8] HOOPER A P, GRIMSHAW R. Travelling Wave Solutions to the Kuramoto- sivashimsky Equation[ J] .Wave Motion, 1988, 10: 405~420.[ 9] ASPE H, DEPASSIER M C . Evolution Equtaion of Surface Waves in Aconvecting Fluid[ J] . Phys. Rev. A, 1991, 411: 3125~ 3128.[ 10] GARZAO A N, VELARDE M G. A Three- dimensional Description of Marangoni- benard Oscillatory Convection[ J] . Phys. FluidsA, 1991, 31: 2295~ 2300.[ 11] NEPOMRYASHCHY A A, VELARDE M G. A Three- dimensional Description of Solitary Waves and Their Interaction inMarangoni-benard Layer s[ J] . Phys. Fluids, 1994, 6: 187~ 601.[ 12] NORMAND C, POMEAU Y, VELARDE M G. Covective Instabili ty- A Physicist s Approach[ J] . Rev. Mod. Phys. , 1977, 49: 581~601.[ 13] VELARDEM G. Physicochemical Hydrodynamics[M] .New York: Interfacial Phenomena Plenum, 1987.[ 14] GARDNER R. Instabili ty of Socillatory Shock Profile Solutions of the Generalized Burgers- KdV Equation[ J] , Physica D, 1996, 909:366~ 386. |
