期刊文献+

弹塑性自黏结颗粒聚合体碰撞破损的离散元法模拟研究 被引量:2

Discrete element modelling of impact attritions of agglomerates of autoadhesive elastoplastic particles
下载PDF
导出
摘要 利用颗粒离散元方法,并结合接触力学理论,对自黏连、弹塑性颗粒聚合体碰撞破损的细观力学机理进行了模拟研究。在颗粒间塑性变形存在的条件下,研究了颗粒物碰撞损伤。将弹性颗粒体碰撞与弹塑性颗粒体碰撞结果作了比较。结果表明:其他同等条件下,与弹性颗粒聚合体相比,弹塑性颗粒聚合体的损伤模式多为衰变或解体,而非断裂,其原由可以归结为塑性变形引起的额外能量损耗;其他同等条件下,与弹性颗粒聚合体比较而言,弹塑性颗粒聚合体碰撞加载阶段平板撞击力波动振幅较小,加载时间较长,撞击力峰值较大,且峰值出现的时间较晚,而损伤率却较大,其原因可以归结为颗粒间塑性变形对动能损耗、局部结构变化、内部力传播的影响。 In this paper, discrete element modelling of agglomerate impact has been conducted by adopting the theory of contact mechanics for elastoplastic auto-adhesive particles. Results show that, under the same conditions other than the predefined yield pressure, the elasto-plastic agglomerate tends to disintegrate during impact in contrast to the elastic agglomerate which has fractured in terms of breakage pattern. Due to the presence of plastic deformation and additional kinetic energy loss, the elastoplastic agglomerate during impact needs longer loading period than the elastic agglomerate, and generates larger peak wall force and greater internal damage. It was also observed that the amplitude of wall forces during loading is relatively smaller than the corresponding elastic agglomerate. However, during unloading, the remaining kinetic energy become less.
机构地区 西交利物浦大学
出处 《应用力学学报》 CAS CSCD 北大核心 2015年第3期435-440,7-8,共6页 Chinese Journal of Applied Mechanics
基金 江苏省自然科学基金资助项目(BK20131179)
关键词 颗粒聚合体 离散元法 碰撞破损 散体 细观力学 弹塑性 agglomerate,discrete element method,impact attrition,granular media,mesomechanics,elastoplasticity
  • 相关文献

参考文献26

  • 1Rumpf H.The strength of granules and agglomerates[G]//Knepper A Agglomeration.New York:Interscience,1962:379.
  • 2Papadopoulos D G,Ghadiri M.Impact breakage of PMMA extrudates[J].Advanced Powder Technology,1996,7:183-197.
  • 3Salman A D,Gorham D A.The fracture of glass spheres under impact loading[M]//Thornton C.Powders & Grains.Rotterdam:Balkema,1997:97.
  • 4Cheong Y S,Salman A D,Hounslow M J.Effect of impact angle and velocity on the fragment size distribution of glass spheres[J].Powder Technology,2003,138:189-200.
  • 5Oveisi E,Lau A,Sokhansanj S,et al.Breakage behaviour of wood pellets due to free fall[J].Powder Technology,2013,235:493-499.
  • 6Kafui K D,Thornton C.Computer simulated impact of agglomerates[M]//Thornton C.Powders & Grains.Rotterdam:Balkema,1993:401-406.
  • 7Thornton C,Ciomocos M T,Adams M J.Numerical simulations of agglomerate impact breakage[J].Powder Technology,1999,105(1/3):74-82.
  • 8Cundall P A,Strack O D L.A discrete numerical model for granular assemblies[J].Geotechnique,1979,29:47-65.
  • 9Johnson K L,Kendall K,Roberts A D.Surface energy and the contact of elastic solids[J].Royal Society Publishing,1971,A324:301-313.
  • 10Kafui K D,Thornton C.Numerical simulations of impact breakage of a spherical crystalline agglomerate[J].Powder Technology,2000,109 (1/3):113-132.

二级参考文献53

  • 1王泳嘉 邢纪波.离散单元法及其在岩土力学中的应用[M].沈阳:东北工业学院出版社,1991..
  • 2Kun F,Herrmann H J.A study of fragmentation processes using discrete element method.Int J Mod Phys,1996,C7:837~855
  • 3Mishra B K,Thornton C.Impact breakage of particle agglomerates.Int J Miner Process,2001,61:225~239
  • 4Tsoungui O,Vallet D,Charmet J C.Numerical model of crushing of grains inside two-dimensional granular materials.Powder Technology,1999,105:190~198.
  • 5Cundall P A,Strack O D L.A discrete numerical model for granular assemblies.Geotechnique,1979,29:47~65
  • 6Brown E T.Analytical and Computational Methods in Engineering Rock Mechanica.USA:Allen & Unwin,1987
  • 7Brown E T.工程岩石力学中的解析与数值计算方法.北京:科学出版社,1991
  • 8Johnson K L.Contact Mechanics.Cambridge:Cambridge Univ Press,UK,1985
  • 9Johnson K L.,Kendall K,Roberts A D.Surface energy and the contact of elastic solids.Proc Roy Soc London,1971,A234:301~313
  • 10Mindlin R D,Deresiewicz H.Elastic spheres in contact under varying oblique forces.J Appl Mech Trans,ASME,1953,20:327~344

共引文献7

同被引文献18

引证文献2

二级引证文献44

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部