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Kawakita模型在含能晶体颗粒压制中的应用研究 被引量:2

Application of Kawakita Equation in Compression of Energetic Crystalline Particles
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摘要 不同品质的晶体颗粒其力学性能应表现出某种差异。分别选取三种不同品质的RDX和HMX颗粒集合体进行压缩刚度实验,并采用Kawakita压制模型对压制曲线进行拟合分析,得到评价晶体颗粒力学性能的具有模量量纲的常数。RDX的两种重结晶样品和工业原料样品的拟合常数倒数值分别为13.08,12.16,5.51;HMX分别为11.43,12.57,10.05。选取压制过程中的颗粒破碎阶段的数据进行拟合,得到结果分别为RDX:9.53,7.86,4.36;HMX:6.13,6.48,5.56。结果表明,压缩刚度实验的Kawakita拟合常数可以定量比较不同品质样品的力学性能,选取破碎阶段数据的拟合结果更能反映物理本质。 In order to study the mechanical property of explosive crystals with different qualities,two recrystallized and a commercial grade BDX and HMX particles were selected and tested by compressive stiffness method. The Kawakita equation is applied in fitting the compressive curves. The fitting constant of the equation,which is of the reciprocal dimension of modulus,can be used to evaluate the mechanical property of energetic crystalline particles. For BDX, the fitting results arc rcspectivaly 13.08,12.16 and 5.51, corresponding to the two recrystallized samples and the commercial grade one. And the values for HMX turn out to be 11.43,12.57 and 10.05 rcspectivaly. However, the results of the fragmentation stage in compression arc reduced to 9.53,7.86,4.36 for BDX ,and 6.13, 6.48,5.56 for HMX. The study proves that the fitting constants can be used to evaluate the mechanical property of energetic crystalline particles,and it also shows that the results based on the fragmentation processes describe the real mechanical behaviors better.
出处 《含能材料》 EI CAS CSCD 2008年第1期29-33,共5页 Chinese Journal of Energetic Materials
基金 国家自然科学基金(No.10602054) 中国工程物理研究院科学技术基金(No.2004Z0503)
关键词 材料力学 力学性能 压缩刚度 Kawakita方程 RDX HMX materials mechanics mechanical property compressive stiffness Kawakita equation BDX HMX
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参考文献7

  • 1Carl-Otto Leiber. Assessment of Safety and Risk with a Microscopic Model of Detonation[M]. Elsevier Science B. V.,2003.
  • 2Carl-Otto Leiber. Aspects of the mesoscale of crystalline explosives [J]. Propellants, Explosives, Pyrotechnics,2000,25 : 288-301.
  • 3Teipel U, Bremser J K. Particle Characterization, in Ulrich Teipel ( EDs), Energetic Materials [M]. Weinheim: Wiley-VCH Vedag GmBH & Co.,2005. 293.
  • 4李明,温茂萍,黄明,徐瑞娟,李洪珍,徐容.压缩刚度法评价含能晶体颗粒的凝聚强度[J].含能材料,2007,15(3):244-247. 被引量:16
  • 5LI Ming,HUANG Ming,WEN Mao-ping,et al. Quality evaluation of RDX crystalline particles by confined quasi-static compressing method [J]. Propellants, Explosives, Pyrotechnics, ( in press).
  • 6Kawakita K, Ludde K H. Some considerations on powder compression equations[J]. Powder Technology, 1970,4,61.
  • 7Denny P J. Compaction equations: A comparison of the Heckel and Kawakita equations[J]. Powder Technology,2002,127 : 162-172.

二级参考文献10

  • 1李明,蓝林刚,庞海燕,温茂萍,敬仕明.基于纳米压痕方式测定PBX的弹性模量[J].含能材料,2007,15(2):101-104. 被引量:8
  • 2Carl-Otto Leiber.Aspects of the mesoscale of crystalline explosives[J].Propellants,Explosives & Pyrotechnics,2000,25:288-301.
  • 3Carl-Otto Leiber.Assessment of safety and risk with a microscopic model of detonation[M].Elsevier Science B.V.,2003.
  • 4Ulrich Teipel.Energetic Materials[M].Wiley-VCH Verlag GmbH & Co.KGaA,2005.
  • 5Doherty R M,Nock L A,Watt D S.Reduced sensitivity RDX round robin programme-update[A].37th International Annual Conference of ICT[C],Karlsruhe,Germany,V5,p.45 27-30,June 2006.
  • 6国家军用标准GJB 772A-97.炸药试验方法(方法413.1-421.1)[S].国防科工委军标出版发行部,1997.
  • 7Courtney T H.材料力学行为(Mechanical Behavior of Materials)[M].北京:机械工业出版社,McGraw Hill Education,2004.
  • 8Renato Panelli,Francisco Ambrozio Filho.A study of a new phenomenological compacting equation[J].Powder Technology,2001,114:255-261.
  • 9Denny P J.Compaction equations:A comparison of the Hckel and Kawakita equations[J].Powder Technology,2002,127:162-172.
  • 10Isaac Goldhirsch,Chay Goldenberg.Stress in dense granular materials[A].Haye Hinrichsen,Dietrich E Wolf.The Physics of Granular Media[M].Wiley-VCH Verlag GmbH & Co.KGaA,Weinheim,2004.

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