[1] De Gennes P G.Granular matter: a tentative view[J]. Reviews Of Modern Physics,1999 ,71(2):374-382.
[2] 孙其诚, 王光谦. 颗粒物质力学导论[M]. 北京:科学出版社, 2009:1.
[3] 陆坤权, 刘寄星. 颗粒物质(下)[J]. Physics, 2004, 33(10):713-721.
[4] Khaldoun A, Eiser E, Wegdam G H, etal. Liquefaction of quicksand under stress[J]. Nature, 2005,437:635.
[5] Smid J, Novosad J. Proceedings of 1981 powtech conference[R]. Institution of Chemical Engineers Symposium(The Institution,Rugby, Warks),1981,63:D3V 1-12.
[6] Brock B, Huntley J, Ball R C. Contact force distribution beneath a three-dimensional granular pile[J]. Journal De Physique II,1997,7:1 521-1 532.
[7] Blair D, Aranson I S, Grabtree G W, etal. Patterns in thin vibrated granular layers:Interfaces, hexagons and superoscillons[J].Physical Review E,2000,61(5):5 600-5 610.
[8] Rosato A, Strandburg K J, Prinz F, etal. Why the Brazil nuts are on top: size segregation of particulate matter by shaking[J]. Physical Review Letters,1987,58(10):1 038-1 040.
[9] Hong D C, Quinn P V, Luding S. Reverse Brazil nut problem: competition between percolation and condensation[J].Physical Review Letters, 2001,86(15):3 423-3 426.
[10] Duran J, Rajchenbach J, Clement E. Arching effect model for particle size segregation [J]. Physical Review Letters,1993,70(16): 2 431-2 434.
[11] Knight J, Jaeger, Nagel H S. Vibration-induced size separation in granular media: the convection connection [J]. Physical Review Letters, 1993,70(24):3 728-3 731.
[12] Nesterenko V F. Dynamics of heterogeneous materials[M]. Chap.1. New York:Springer,2001.
[13] Nedderman R M. Statics and kinematics of granular material[M]. London: Cambridge University Pr,1999.
[14] Nesterenko V F, Daraio C, Herbold E B, etal. Anomalous wave reflection at the interface of two strongly nonlinear granular media[J]. Physical Review Letters, 2005, 95(15):158 702-158 706.
[15] Daraio C, Nesterenko V F, Herbold E B, etal. Energy trapping and shock disintegration in a composite granular medium[J]. Physical Review Letters,2006,l96(5):058 002.
[16] Daraio C, Nesterenko V F, Herbold E B, etal. Strongly nonlinear waves in a chain of teflon beads [J]. Physical Review E, 2005,72(1):016 603.
[17] Hong J. Universal power-law decay of the impulse energy in granular protectors[J]. Physical Review Letters,2005,94(10):108 001.
[18] Hong J, Xu A. Nondestructive identification of impurities in granular medium[J]. Applied Physics Letters,2002,81:4 868-4 870.
[19] Hong J, Kim H, Hwang J P. Characterization of soliton damping in the granular chain under gravity [J]. Physical Review E, 2000,61(1): 964-967.
[20] Hong J, Xu A. Effects of gravity and nonlinearity on the waves in the granular chain[J]. Physical Review E, 2001,63(6):061 310.
[21] Sen S, Manciu F S. Secondary solitary wave formation in systems with generalized Hertz interactions [J]. Physical Review E,2002,66(1):016 616.
[22] Sen S, Manciu M, Wright J D. Solitonlike pulses in perturbed and driven Hertzian chains and their possible applications in detecting buried impurities[J].Physical Review E,1998,57(2):2 386-2 397.
[23] Sen S, Sinkovits R S. Sound propagation in impure granular columns[J]. Physical Review E,1996,54(6):6 857-6 865.
[24] Orr F M, Scriven L E, Rivas A P. Menisci in arrays of cylinders: Numerical simulation by finite elements[J]. Journal Of Colloid And Interface Science,1975,52(3):602-610.
[25] Willet C D, Adams M J, Johnson S A, etal. Capillary bridges between two spherical bodies[J]. Langmuir,2000,16(24):9 396-9 405.
[26] Marmur A. The lotus effect:super hydrophobicity and metastability[J]. Langmuir,2004,20(9):3 517-3 519.
[27] Fisher R A, Agric J. On the capillary forces in an ideal soil, correction of formulae given by WB Haines[J]. Sci,1926,16(492).
[28] Ennis B J, Tardos G, Pfeffer R. A microlevel-based characterization of granulation phenomena [J]. Powder Technology,1991,65(1):257-272.
[29] Rumpf H. Agglomeration[M]. AIME, Interscience, New York,USA,1962.
Baidu
map