基于离散元细观分析的土壤动态行为研究
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摘要
本文从宏观形态分析和离散元细观结构模拟两方面,对干土壤和湿土壤的动态行为变化规律进行了深入研究。通过设定不同推土板切土角和使用不同表面形态推土板,从定性和定量角度,对推土板前端土壤宏观形态变化过程进行了试验分析。结果表明,推土板切土角和表面形态对干土壤波动幅度和波动频率变化,以及铲刃附近湿土壤裂纹形成和扩展等土壤动态行为具有重要影响。根据土壤内毛管水形成的不连续液桥对土壤颗粒之间粘性作用的影响,建立了土壤颗粒接触非线性离散元力学模型。通过离散元模拟土壤的动态外观图、速度场、位移场、接触力场、并行约束场以及并行约束力场对土壤宏观形态和细观结构的变化规律进行了研究。研究结果表明,离散元模拟结果与试验结果基本一致,同时,离散元细观模拟能够通过土壤内部土壤颗粒的细观运动解释土壤外部宏观形态变化过程,从本质上揭示土壤动态行为变化规律。
If one kind of soil condition needs to be kept or soil need to be changed from one kind of condition to the required condition, and the mechanical forces need to be used effectively, the dynamic behavior of soil subjected by external forces need to be understood except for the external forces themselves. The dynamic process and the influencing factors of soil behavior are relevant to many aspects directly, such as the working efficiency of terrain machines and farming tools, the cultivating quality of agriculture and so on. Because the dynamic behaviors of soil under different conditions are very complex, some phenomena, processes and problems can not be explained accurately by using traditional experimental means and study methods. The exact analyses of the varying process and the final appearance of soil behaviors have become the impending problems of soil dynamics in the mechanical field.
    As one numerical simulating method of analyzing discrete matters, Distinct Element Method (DEM) is very suitable for studying the varying law of the dynamic behavior of soil when the soils produce huge deformations or break up under the external forces. This dissertation is supported by National Natural Science Foundation of China “The simulation of dynamic process on the adhesion interface system between soil and solid”(Grant No. 50175045). Aiming at the complex discrete structure of soil by itself and the complex dynamic behavior of soil, the dynamic process of the mesocopic structure in the interior of soil was simulated by using DEM software PFC2D to open out the varying law of the macroscopic appearances from the exterior of soil based on model experiment under different surface shapes and cutting angles of the bulldozing plates. In
    this study, soil particle was the studying unit and DEM was the basic theory. Water in the soil exists in the interstices of soil particles in a pendular state. In this state, water is present in soil in the form of discrete liquid bridges. According to the liquid bridge model, the discrete liquid bridges in the interstices of soil particles produce ‘static’capillary forces and ‘dynamic’viscous forces between soil particles. By sufficiently considering the cohesive effects of these forces between soil particles, the parallel bonds were used in the mechanical model of particles by DEM firstly, to represent the turning restrict of the liquid bridges between soil particles. The non-linear mechanical model of soil particle was established based on the above significant factor. The mechanics model includes contact, slippage and cohesion between soil particles as well as the high collision energy dissipation caused by viscous damp between the soil particles. Therefore, the mechanical model provides the foundation for simulating the dynamic behavior of soil accurately. The performing equation is: [ ]F = ?? F c ?? + ?? F pb ?? +?? Fd?? Where, [F] is the synthetical action between soil particles; [Fc] is the contact resultant forces between soil particles; [Fpb] is the collateral constraint resultant force; [Fd] is the viscous damp resultant force. The two kinds of soil in different water content were selected as the experimental soils, and the bulldozing plates with smooth and bionic wavelike surfaces were designed as the soil-touching part in this paper. The new experimental method were introduced, and one piezoelectric three-axis force sensor of Type 9327A with high precision and one numeral camera with sequential photographing functions were used. Based the special requirement of dynamic experiment of soil, the testing system for analyzing the dynamic behavior of soil was established using the above equipments. From the qualitative and the quantitative points, the dynamic varying processes of dry soil and cohesive soil ahead the bulldozing plate were analyzed under different cutting angles and different surface shapes through experiment in soil bin. As for dry soil, when the cutting angle of the plate is increased, the cutting action of the plate decreases and the driving action increases, therefore, the piled amount, the piled angle, the undulating scope and the undulated frequency of dry soil ahead of the
    plate increase. The dynamic varying process is apparently influenced by the surface shape of the plate. When the dynamic behavior of dry soil ahead of the bionic plate are compared with that ahead of the smooth plate, the piled amount and the undulated frequency increase, the undulated scope decreases. The phenomena are resulted from the following reasons: the tiny vibration for the dry soil vertical to the surface of the plate and the forces of friction for the dry soil parallel to the plate by the wavelike surface of the bionic plate, the influence on the direction of dry soil on the surface by the curvature of the wavelike surface, the decrease of the relative displacements among dry soil clumps by the convex part of the wavelike surface. As for cohesive soil, when the cutting angle of the plate is increased, the driving action of the plate increases, therefore, the squeezed degree increases, the beginning cracks near the knife blade form earlier and the spreading velocities of the cracks increase. For the surface shape, the piled amount and the squeezed degree increase ahead of the bionic plate, the beginning cracks near the knife blade arise later, the cracks is tiny and irregular, and the spreading velocities of the cracks decrease. These phenomena are resulted from the following reasons: the break of cohesion between cohesive soil clumps and the resistance to the moving cohesive soil clumps by the convex and the concave parts of the wavelike surface of the bionic plate. The accurate analyses on the varying process of the macroscopic configuration of dry soil and cohesive soil in the experiment provide the reliable foundation for opening out the varying law of the dynamic behavior of soil through simulating the mesoscopic structure in the interior of soil by DEM. The creating process of the simulated soil by DEM was studied. In this creating process, the produce of the beginning soil particle aggregate, the accomplishment of the contacting balance state and the gravitational steady state of soil particle aggregate, the elimination of the “floating”particles and the creation of the final specimen with parallel bonds and viscous damps are the main steps. The simulated soil by DEM, which were created by this creating process, can reflect the mechanical characteristic of real soil. The simulated smooth plate and the bionic one are designed by using standard wall and general wall logic. According to the study emphases of the dynamic behavior of dry soil and that of the cohesive soil by DEM, the mesocopic simulating systems of soil dynamic behavior by DEM were established respectively.
    By comparing the experimental analyses and the simulated ones by DEM of dry soil and cohesive soil under different working conditions, the results indicated that the dynamic simulated results by DEM can accurately reproduce the typical variation of the exterior configuration of soil and the whole varying trend of the dynamic forces acting on the plate in the experiment. Concretely, the external configuration of dry soil and the dynamic forces acting on the plate by dry soil in the experiment can be more accurately simulated by DEM. Although the dynamic forces acting on the plate by cohesive soil have some errors by DEM compared to those in the experiment, the whole varying trend are similar. The varying law of the macroscopic configuration of dry soil and cohesive soil were opened out by the varying process of the mesocopic simulated soil firstly, including the dynamic configuration, the velocity field, the displacement field, the contact force field, the parallel-bond field and the parallel-bond force field. As for dry soil, when the cutting angle of the plate is increased, the scope of “disturbed vacuum”in the velocity field decrease gradually, the whole velocity of soil particles increase, and the varying scope of the relative displacements increases. For the surface shape of the plate, the forces of friction between soil particles and the wavelike surface of the plate increase, the relative velocities of soil particle aggregate and the undulated scope of soil layers ahead the bionic plate decrease. These phenomena are resulted from the action on the soil particles by the wavelike surface. At the same time, the convex parts and the soil particles stopped in the concave parts form an irregular mutual surface; the irregularity of the surface makes the forces of friction between soil particles and the surface increase, which reduces the returning slide of soil particles along the surface. The variation of the mesocopic structure in the interior of dry soil by DEM has opened out the varying law of the macroscopic configuration of dry soil ahead the plate, such as deposit, doming, climbing of dry soil. As for cohesive soil, the agglomerated and the broken processes of cohesive soil clumps were simulated firstly. At the same time, when the cutting angle is increased, the cohesive soil clumps become smaller; the contact forces among soil particles in the cohesive soil clumps become bigger and the varying scope of these contact forces becomes larger; the broken and disappearing scope of the parallel bonds and the
引文
1. 曾德超编著. 机械土壤动力学. 北京科学技术出版社, 1995 年1 月第1 版: 1, 120-121, 96-100.
    2. T. Hiromma, Y. Ohta, T. Kataoka. Analysis of the soil deformation beneath a wheel by finite element method. J. Japanese Society of Agricultural Machinery, 1994, 56(6): 3-10.
    3. L.D.贝弗尔,W.H.加德纳,W.R.加德纳著,周传槐译. 土壤物理学. 农业出版社, 1983年10 月第1 版:1-3.
    4. 池永. 土的工程力学性质的细观研究——应力应变关系剪切带的颗粒流模拟. 同济大学博士学位论文, 2002.1.
    5. 秋山丰, 横井肇. 土壤粘着性的研究(第2 报), 日本土壤肥科学杂志, 1972, 43(8).
    6. 张锐, 李建桥, 李因武. 离散单元法在土壤机械特性动态仿真中的应用进展. 农业工程学报, 2003, 19(19): 16-19.
    7. John M. Ting, Brent T. Corkum, Claudia R. Kauffman and Caolo Greco. Discrete Numerical Model for Soil Mechanics. Journal of Geotechnical Engineering, 1989, 115(3): 379-398.
    8. Ting, J.M., Corkum, B.T. and Greco, C. Application of the distinct element method in geotechnical engineering. Proceedings of the International Symposium on Numerical Models in Geomechanics, Ghent, Belgium, 1986:789-798.
    9. Y. P. Cheng, M. D. Bolton and Y. Nakata. Crushing and plastic deformation of soils simulated using DEM. Geotechnique, 2004, 54(2): 131-141.
    10. 廖雄华, 周健, 徐建平, 林立敏. 粘性土室内平面应变试验的颗粒流模拟. 水利学报, 2002, 12: 11-17.
    11. Kafui K D, Thornton C. Numerical simulation of impact breakage of a spherical crystalline agglomerate. Powder Technology, 2000, 109(1-3): 113-132.
    12. Muguruma Y, Tanaka T, Tsuji Y. Numerical simulation of particulate flow with liquid bridge between particles (simulation of centrifugal tumbling granulator). Powder Technology, 2000, 109(1-3): 49-57.
    13. Guoping Lian, Colin Thornton and Michael J. Adams. A theoretical study of the liquid bridge forces between two rigid spherical bodies. Journal of Colloid and Interface Science, 1993, 161: 138-147.
    14. Guoping Lian, Colin Thornton and Michael J. Adams. Discrete particle simulation of agglomerate impact coalescence. Chemical Engineering Science, 1998, 53(19): 3381-3391.
    15. 陈秉聪著. 土壤-车辆系统力学. 中国农业机械出版社, 1981 年7 月第1 版: 8-9.
    16. Brady N C, Weil R R. Elements of the nature and properties of soils. New Jersey, Prentice-Hall, Inc. 2000.
    17. 龚晓南. 21 世纪岩土工程发展展望.岩土工程学报, 2000, 22(2): 238-242.
    18. 姜岩编. 土壤. 吉林人民出版社, 1983 年3 月第1 版: 40-44.
    19. Fisher R.A. On the capillary forces in an ideal soil; correction of formulae given by W.B.Haines. Journal of Agricultural Science, 1926, 16: 492-505.
    20. S. C. Yang, S. S. Hsiau. The simulation of powders with liquid bridges in a 2D vibrated bed. Chemical Engineering Science, 2001, 56: 6837-6849.
    21. Bernhard Peters, Algis D iugys. Numerical simulation of the motion of granular material using object-oriented techniques. Computer Methods in Applied Mechanics and Engineering, 2002, 191(17-18):1983-2007.
    22. Cundall P.A. A computer model for simulating progressive large scale movements in blocky system. In: Muller Led. Proceedings of Symposium of the International Society of Rock Mechanics. Rotterdam: A.A. Balkema, 1971(1): 8-12.
    23. Cundall P.A. The measurement and analysis of acceleration in rock slopes. Ph.D. Dissertation, University of London, Imperial college of Science and Technology, 1971.
    24. Cundall P.A. and O.D.L.Strack. A discrete numerical method for granular assemblies. Geotechnique, 1979, 29(1): 47-65.
    25. Maini T, Cundall P.A. Computer modeling of jointed rock mass, (AD-AO61658), 1978.
    26. Cundall P.A. UDEC-A Generalized distinct element program for modeling jointed rock. Report PCAR-1-80 Peter Cundall Associates, European Research Office, U.S. Army, March 1980.
    27. Cundall P.A. BALL-A Program to model granular media using the distinct element method. Dames & Moore Advanced Technology Group, London, April 20, 1978.
    28. Strack O. D. L., Cundall P.A. The distinct element method as a tool for research in granular media. Part I. Report to the National Science Foundation, Minnesota: University of Minnseota, 1978.
    29. Cundall P.A, Strack O. D. L. The distinct element method as a tool for research in granular media. Part II. Report to the National Science Foundation, Minnesota: University of Minnseota, 1979.
    30. Lemos J.V. A Hybrid distinct element computational model for the half-plane, M.S. Thesis, University of Minnesota, 1983.
    31. Lemos J. V., Brady B. H. G. Stress distribution in a jointed and fractured medium. Rock Mechanics-Theory-Experiment-Practice, New York, 1983: 53-59.
    32. Lorig L.J. A Hybrid computational scheme foe excavation and support design in jointed rock media, Ph.D. Thesis, University of Minnesota, 1984.
    33. Lorig L.J., Brady B.H.G. and Cundall P.A., Hybrid distinct element-boundary element analysis of jointed rock, Int. J. Rock Mech. Min. Sci. & Geomech. Abstr, 1986, 23: 303-312.
    34. Itasca Consulting Group, Inc. UDEC (Universal Distinct Element Code), Version 3.1. Minneapolis: ICG, 2000.
    35. Itasca Consulting Group, Inc. 3DEC (3-Dimensional Distinct Element Code), Version 2.0. Minneapolis: ICG, 1998.
    36. Itasca Consulting Group, Inc. PFC2D (Particle Flow Code in 2 Dimensions), Version 3.0. Minneapolis: ICG, 2002.
    37. Itasca Consulting Group, Inc. PFC3D (Particle Flow Code in 3 Dimensions), Version2.0. Minneapolis: ICG, 1999.
    38. S.P. Hunt, A.G. Meyers, V. Louchnikov. Modeling the Kaiser effect and deformation rate analysis in sandstone using the discrete element method. Computers and Geotechnics, 2003, 30: 611-621.
    39. N. Djordjevic. Discrete element modeling of the influence of lifters on power draw of tumbling mills. Minerals Engineering, 2003, 16:331-336.
    40. A. Fakhimi, F. Carvalho, T. Ishida, J.F. Labuz. Simulation of failure around a circular opening in rock. International Journal of Rock Mechanics and Mining Sciences, 2002, 39:507-515.
    41. Wang, C., Tannant. D. D. and P. A. Lilly. Numerical analysis of the stability of heavily jointed rock slopes using PFC2D. International Journal of Rock Mechanics and Mining Sciences, 2003, 40: 415-424.
    42. Biarrez J., Gourves R., et al. Powders and Grains, Proceedings of an International Conference on Micromechanics of Granular Media, Rotterdam: Balkema A. A., 1989.
    43. Thornton C., et al. Powders & Grains’93, Proceedings of 2nd International Conference on Micromechanics of Granular Media. Rotterdam: Balkema A. A., 1993.
    44. Behringer R. P., Jenkins J. T., et al. Powders & Grains’97, Proceedings of 3rd International Conference on Micromechanics of Granular Media. Rotterdam: Balkema A. A., 1997.
    45. Kishino Y., et al. Powders and Grains 2001, Proceedings of 4th International Conference on Micromechanics of Granular Media. Rotterdam: Balkema A. A., 2001.
    46. Mustoe et al. Proceedings of the 1st International Conference on Discrete Element Methods, Colorado School of Mines, Golden, Colorado, U.S.A. 1989.
    47. Williams, J.R. and Mustoe, G.W.W. Proceedings of the 2nd International Conference on Discrete Element Methods, Massachusetts Institute of Technology, IESL Publications. U.S.A. 1993.
    48. Benjamin K. Cook and Richard P. Jensen. Proceedings of the 3rd International Conference on Discrete Element Methods, ASCE Geotechnical Special Publication, Santa Fe, New Mexico, U.S.A. 2002.
    49. Heinz Konetzky, Lisse A.A. Numerical modeling in micromechanics via particle methods: Proceedings of the 1st International PFC Symposium in Gelsenkirchen, Germany, 2002.
    50. Y. Shimizu, R. Hart, P. Cundall. Numerical Modeling in Micromechanics via Particle Methods: Proceedings of the 2nd International PFC Symposium in Kyoto, Japan, 2004.
    51. Oda M., Iwashita K., et al. Mechanics of Granular Materials, An introduction. Rotterdam: Balkema A. A., 1999: 147-223.
    52. P.H.S.W. Kulatilake, Bwalya Malama, Jialai Wang. Physical and particleflow modeling of jointed rock block behavior under uniaxial loading. International Journal of Rock Mechanics & Mining Sciences, 2001(38): 641-657.
    53. A. Fakhimi, F. Carvalho, T. Ishida, J.F. Labuz. Simulation of failure around a circular opening in rock. International Journal of Rock Mechanics & Mining Sciences, 2002(39): 507-515.
    54. B.K. Mishra, C.V.R. Murty. On the determination of contact parameters for realistic DEM simulations of ball mills. Powder Technology, 2001(115): 290-297.
    55. A.J. Forsyth, S. Hutton, M.J. Rhodes. Effect of cohesive interparticle force on the flow characteristics of granular material. Powder Technology, 2002(126): 150-154.
    56. Paul W. Cleary, Rob Morrisson, Steve Morrell. Comparison of DEM and experiment for a scale model SAG mill. Int. J. Miner. Process. 2003(68):129-165.
    57. M. K. Larson, S. R. Iverson, B. M. Stewart, K. Walker. Preliminary assessment of particle flow code as a tool to assess ore pass safety. Int. J. Rock Mech. & Min. Sci., Special Issue, 1998, 35(4-5): Paper No. 092.
    58. Yasunobu Kaneko, Takeo Shiojima, Masayuki Horio. Numerical analysis of particle mixing characteristics in a single helical ribbon agitator using DEM simulation. Powder Technology, 2000(108): 55-64.
    59. Hiroaki Tanaka, Koji Inooku, Yuji Nagasaki, et al. Simulation of soil loosening at subsurface tillage using a vibrating type subsoiler by means of the distinct element method. Proceedings of the 8th European Conference of the International Society for Terrain-Vehicle Systems, Umea, Sweden, June 18-22, 2000: 32-38.
    60. H.Tanaka, M.Momotsu, A.Oida,et al. Construction of model of mechanical soil behavior by means of distinct element method. J. Kansai Branch of JSAM 79, 1996.
    61. H.Fujii, A.Oida, H.Nakashima,et al. Analysis of lunar terrain-wheel system interaction by DEM. Proceedings of the 6th Asia-Pacific Conference of the International Society for Terrain-Vehicle Systems. Bangkok, Thailand, December 3-5, 2001: 129-136.
    62. D. Zhang, W. J. Whiten. The calculation of contact forces between particles using spring and damping models. Powder Technology. 1996(88): 59-64.
    63. D. Zhang, W. J. Whiten. An efficient calculation method for particle motion in discrete element simulations. Powder Technology. 1998(98): 223-230.
    64. D. Zhang, W. J. Whiten. A new calculation method for particle motion in tangential direction in discrete element simulations. Powder Technology, 1999(102): 235-243.
    65. H. Ouadfel, L. Rothenburg. An algorithm for detecting inter-ellipsoid contacts. Computers and Geotechnics, 1999(24):245-263
    66. NBS Contact Detection Algorithm for Bodies of Similar Size. International Journal for Numerical Methods in Engineering, 1998(43): 131-149.
    67. 王泳嘉. 离散单元法——一种适用于节离岩石力学分析的数值方法. 第一届全国岩石力学数值计算及模型试验讨论论文集, 1986: 32-37.
    68. 剑万禧. 离散单元法的基本原理及其在岩体工程中的应用. 第一届全国岩石力学数值计算及模型试验讨论论文集, 1986: 43-46.
    69. 王泳嘉, 刘兴国, 邢纪波. 离散单元法在崩落法放矿中应用的研究, 有机金属, 1987, 39(2): 20-26.
    70. 王泳嘉, 邢纪波. 崩落采矿法放矿的计算机仿真,全国非金属矿学术会议论文集(二), 1988: 22-26.
    71. 曹兰柱, 白占平, 刘志斌. 逆倾岩层边坡稳定性数值分析. 露天采煤技术, 1997(1): 43-46.
    72. 麻凤海, 王泳嘉. 地层沉降控制的可变形离散单元模拟. 岩石力学与工程学报, 1994, 18(2): 176-179.
    73. 刘连峰. 三维离散单元法及其在边坡工程中的应用. 东北大学博士学位论文, 1995.6.
    74. 张健全, 于友江. 岩层移动动态过程的离散单元法分析. 水文地质工程地质, 2004, 31(2): 9-13.
    75. 侯克鹏, 阮永芬. 离散元法模拟边坡稳定性若干问题探讨. 昆明理工大学学报, 2000, 25(1): 92-94.
    76. 焦玉勇. 三维离散单元法及其应用. 中国科学院武汉岩土力学研究所博士学位论文, 1998.7.
    77. 王刚, 金峰, 徐艳杰. 离散元构造面流变模型. 岩土力学, 2001, 22(3): 343-346.
    78. 鲁军, 张楚汉, 王光伦等.岩体动静力稳定分析的三维离散单元法. 清华大学学报, 1996, 36(10): 98-104.
    79. 张向东, 赵德深, 范学理. 覆岩离层的计算机仿真. 辽宁工程技术大学学报, 2000, 19(3): 251-254.
    80. 夏开文, 唐志平. 基于细观弹性接触的多相颗粒材料本构模型. 中国科技大学学报, 2000, 30(4): 422-429, 433.
    81. 王文强. 离散单元法及其在材料和结构力学响应分析中的应用. 中国科学技术大学博士学位论文, 2000.10.
    82. 张楚汉.结构——地基动力相互作用问题. 结构与介质相互作用理论及其应用. 南京: 河海大学出版社, 1993.
    83. 徐泳, K.D.Kafui, C.Thornton. 用颗粒离散元法模拟料仓卸料过程. 农业工程学报, 1999, 15(3): 65-69.
    84. 殷跃平, 张加桂, 陈宝荪, 康宏达. 三峡库区巫山移民新城址松散堆积体成因机制研究. 工程地质学报, 2000, 8(3): 265-271.
    85. 邢纪波, 余良群, 张瑞丰, 王泳嘉. 离散单元法的计算参数和求解方法选择. 计算力学学报, 1999, 16(1): 47-51.
    86. 肖裕行, 王泳嘉, 王思敬. 二维离散单元法接触处理的新算法. 岩石力学与工程学报, 1999, 18(4): 409-413.
    87. 陈龙斌, 胡晓军, 唐志平. 离散元数值模拟中查找邻居元关系的改进算法. 计算力学学报, 2000, 17(4): 497-499.
    88. 罗海宁, 焦玉勇. 对三维离散单元法中块体接触判断算法的改进. 岩石力学, 1999, 20(2): 37-40.
    89. 陈春光, 姚令侃, 苏凤环. 三维离散单元法数值模拟中查找邻居元的一种新算法. 计算机应用, 2004, 24(1): 149-151.
    90. 徐泳, 黄文彬, 李红艳. 圆球颗粒间有幂律流体时挤压流动时的法向粘性力. 农业工程学报, 2002, 18(2): 1-4.
    91. 黄文彬, 徐泳. 球颗粒间幂律流体挤压流动法向黏性力的高效数值算法. 中国农业大学 学报, 2002, 7(2): 17-21.
    92. 徐春晖. 存在填隙流体颗粒离散元法理论研究. 中国农业大学博士学位论文, 2003.6.
    93. 黄文彬, 李红艳, 徐泳. 填隙幂律流体下两刚性圆球错移时的黏性力. 力学学报, 2004, 36(1): 31-36.
    94. 徐泳, 李红燕, 黄文彬. 耕作土壤动力学的三维离散元建模和仿真方案策划. 农业工程学报, 2003, 19(2): 34-38.
    95. Warner NL et al. Modification to slurry injector tines to reduce surface disturbance and improve slot closure under dry grassland conditions. Journal of Agricultural Engineering Research, 1991, 48: 195-207.
    96. Makanda JT, Salokhe V M et al. Effect of tine rake angle and aspect ratio on soil failure patterns in dry loam soil. Journal of Terramechanics, 1997, 33 (5): 233-252.
    97. Rajaram G. Collapse failure in dry clay soils caused by tine implements. Journal of Terramechanics, 1997(27): 69-78.
    98. Rajaram G, Erbach DC. Soil failure by shear versus modification by tillage: A review. Journal of Terramechanics, 1997(23): 265-272.
    99. Shibusawa S. Fractals in clods formed with rotary tillage. Journal of Terramechanics, 1992, 29 (1): 107-115.
    100. 郭志军, 周至立, 张毅, 牛毅, 佟金, 任露泉. 深松耕作土壤宏观扰动轮廓分析. 拖拉机与农用运输车, 2003, 3: 27-30.
    101. 陈波. 土壤动态切削的试验研究. 筑路机械与施工机械化, 2000, 17(2):11-13.
    102. T. Vietor. Numerical simulation of collisional orogeny using the distinct element technique. Proceedings of the 1st International PFC Symposium, Gelsenkirchen, Germany, November 6-8, 2002: 295-302.
    103. E. González, M. I. Herreros, M. Pastor, M. Quecedo and J. A. Fernández. Discrete and continuum approaches for fast landslide modeling. Proceedings of the 1st International PFC Symposium, Gelsenkirchen, Germany, November 6-8, 2002: 307-314.
    104. Walton O R, Braun R L. Stress calculations for assemblies of inelastic spheres in uniform shear. Acta Mechanica, 1985, 63(1-4):73-86.
    105. Williams J R, Rege N. The development of circulation cell structures in granular materials undergoing compression. Powder Technology, 1997, 90:187-194.
    106. Williams J R, Rege N. Granular vortices and shear band formation. In: ASCE Proc. of Mechanics of Deformation and Flow of Particulate Materials, Evanston, Illinois, 1997: 62-76.
    107. Oda M, Kazama H. Microstructure of shear bands and its relation to the mechanisms of dilatancy and failure of dense granular soils. Geotechnique, 1998, 48(4): 465-481.
    108. Iwashita K, Oda M. Micro-deformation mechanism of shear banding process based on modified distinct element method. Powder Technology, 2000, 109(1-3):192-125.
    109. Thornton C, Antony S J. Quasi-static shear deformation of a soft particle system. Powder Technology, 2000, 109(1-3):179-191.
    110. Zhang L, Thornton C. Numerical simulations of the direct shear test. In: The 4th World Congress of Particle Technology, Sydney, No 473, 2002.
    111. Ni, Q., Powrie, W., Zhang, X. And Harkness, R. Effect of particle properties on soil behavior: 3-D numerical modeling of shearbox tests. Geotechnical Special Publication, ASCE, 1996: 58-70.
    112. 谭云亮,马志涛. 非均匀土体受压破坏数值模拟. 山东科技大学学报(自然科学版), 2002, 21(2): 90-93
    113. A. Oida, S. Ohkubo, H. Schwanghart. Effects of tire lug cross section on tire performance simulated by distinct element method. Proceedings of the 13th International Conference of the International Society for Terrain-Vehicle Systems, Munich, Germany, September 14-17, 1999: 345-352.
    114. A. Oida, H. Schwanghart, S. Ohkubo, and M. Yamazaki. Simulation of soil deformation under a track shoe by the DEM. Proceedings of the 7th European Conference of the International Society for Terrain-Vehicle Systems, Ferrara, Italy, October 8-10, 1997: 155-162.
    115. H. Fujii, A. Oida, H. Nakashima etc. Analysis of Interaction between lunar terrain-wheel and treated wheel by Distinct Element Method. Proceedings of the 14th International Conference of the International Society for Terrain-Vehicle Systems, Vicksburg, MS USA. October 20-24, 2002.
    116. Hiroshi Nakashima and Akira Oida. Simulation of soil-tire interaction by a coupled distinct element-finite element method. Proceedings of the 6th Asia-Pacific Conference of the International Society for Terrain-Vehicle Systems, Bangkok, Thailand, December 3-5, 2001: 59-63.
    117. M. Grima, A. Delalance, F. Sidoroff, et al. Superficial soils: an attempt to modeling breaching. Proceedings of the 8th European Conference of the International Society for Terrain-Vehicle Systems, Umea, Sweden, June 18-22, 2000: 17-24.
    118. Tanaka H, Momotzu M, Oida A, Yamazaki M. Simulation of soil deformation and resistance at bar penetration by the Distinct Element Method. Journal of Terramechanics, 2000, 37: 41-56.
    119. Ryoichi Fukagawa, Taizo Kobayashi, Ikkei Watanabe, Basic study on excavation mechanism for dry sandy grounds. Proceedings of the 14th International Conference of the International Society for Terrain-Vehicle Systems, Vicksburg, MS USA, October 20-24, 2002.
    120. Ha Hong Bui, Ryoichi Fukagawa, Taizo Kobayashi, Ken Tamoi. DEM simulation of three-dimensional soil failure with cutting blade. Proceedings of the 7th Asia-Pacific Conference of the International Society for Terrain-Vehicle Systems, Changchun, China, September 14-16, 2004: 113-121.
    121. David A. Horner. Application of DEM to micro-mechanical theory for large deformations of granular media. A dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Civil Engineering, University of Michigan, 1997.
    122. David A. Horner, Alex R. Carrillo, John F. Peters and John E. West. High resolution soil vehicle interaction modeling. Mechanics of Structures and Machines, 1998, 26(3): 305-318.
    123. Alex R. Carrillo, John E. West, David A. Horner, John F. Peters. Interactive large scale soil modeling using distributed high performance computing environments. The International Journal of High Performance Computing Applications, 1999, 13(1): 33-48.
    124. Hiroaki Tanaka, Koji Inooku,et al. Numerical analysis of soil loosening in subsurface tillage by a vibrating type subsoiler by means of the distinct element method. Proceedings of the 13th International Conference of the International Society for Terrain-Vehicle Systems, Munich, Germany, September 14-17, 1999: 791-798.
    125. Hiroaki Tanaka, Koji Inooku, Osamu Sumikawa, et al. Simulation of soil behavior at subsoiling by the distinct element method. Proceedings of the 6th Asia-Pacific Conference of the International Society for Terrain-Vehicle Systems, Bangkok, Thailand, 2001: 194-200.
    126. A. Oida and M. Momozu. Simulation of soil behavior and reaction by machine part by means of DEM. Agricultural Engineering International: the CIGR Journal of Scientific Research and Development. Manuscript PM 01 004. Vol. IV. October, 2002.
    127. M. Momozu, A. Oida. M.Yamazaki and A.J.Koolen. Simulation of a soil loosening process by means of the modified distinct element method. Journal of Terramechanics, 2003, 39: 207-220.
    128. 阎久林, 韩志武, 任露泉, 李因武, 李建桥. 推土铲测力传感器设计与试验. 农业机械学报, 2001, 32(3): 99-101.
    129. 秦四成, 张盾, 屈水峰, 成凯, 黄海东. 推土机推土铲作业阻力的试验测量. 建筑机械, 1995, (11): 38-39.
    130. 任露泉, 陈德兴, 胡建国. 土壤动物减粘脱土规律初步分析. 农业工程学报, 1990, 6(1): 15-20.
    131. 任露泉, 陈德兴, 胡建国, 王连成. 仿生推土板减粘降阻机理初探. 农业工程学报, 1990, 6(2): 13-19.
    132. 程远方. 粉体致密化过程的离散元模拟.北京科技大学博士学位论文, 2000 年3 月.
    133. Taku Ibuki and Akira Oida. Simulation to analyze the interaction between soil and a tire lug by distinct element method. Proceedings of the 8th European Conference of the International Society for Terrain-Vehicle Systems, Umea, Sweden, June 18-22, 2000: 87-94.
    134. Cundall, P. A., and R. Hart. Numerical modeling of discontinua. J. Engr. Comp., 1992, 9: 101-113.
    135. Cundall, P. A. Distinct element models of rock and soil structure, in Analytical and Computational Methods in Engineering Rock Mechanics, Ch. 4, pp. 129-163, E. T. Brown, Ed. London: Allen & Uniwin., 1987.
    136. Ginsberg, J.H., and J. Genin. Dynamics, Second Edition. New York: John Wiley and Sons, 1984.
    137. Belytschko, T. An overview of semidiscretization and time integration procedures, in Computational Methods for Transient Analysis, Ch. 1, pp. 1-65. T. Belytschko and T.J.R. Hughes, Eds. New York: Elsevier Science Publishers, B.V., 1983.
    138. D.O. Potyondy, P.A. Cundall. A bonded-particle model for rock. International Journal of Rock Mechanics & Mining Sciences, 2004, 41: 1329-1364.
    139. McGuire, W., and R. H. Gallagher. Matrix structural Analysis. New York: John Wiely & Sons, 1979.
    140. Pierce, M. E., D. Potyondy, P. P. Andrieux and J.-S. Lessard. The use of the Particle Flow Code (PFC2D) to assess stability of undercut rockfill at Brunswick mine, in NARMS-TAC 2002: Mining and Tunnelling Innovation and Opportunity, Vol. 1, pp. 173-180. R. Hammah et al., Eds. Toronto: University of Toronto Press, 2002.
    141. Haiying Huang. Discrete Element Modeling of Tool-Rock Interaction. Ph.D. dissertation, Department of Civil Engineering, University of Minnesota, USA, December 1999.
    142. Ugural, A.C., and S.K. Fenster. Advanced Strength and Applied Elasticity, Second SI Edition. New York: Elsevier Science Publishing Co., Inc. 1987.
    143. Skinner AE. A note on the influence of the interparticle friction on the shearing strength of a random assembly of spherical particles. Geotechnique 1969, 19:150-157.
    144. Y.P. Cheng, Y. Nakata and M.D. Bolton. Discrete element simulation of crushable soil.

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