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小型穿甲弹斜侵彻陶瓷/金属板分析模型 被引量:1

Analytical model of oblique penetration ceramic/metal armor by small projectile
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摘要 基于小型穿甲弹垂直侵彻陶瓷/金属板的分析模型,利用圆截面与椭圆截面吸能相同的假设,建立了小型穿甲弹斜侵彻陶瓷/金属复合靶板的分析模型,并进行了相关的试验验证;同时,分析了陶瓷/金属靶板的抗弹性能与弹丸着角、靶板配置的关系。 Based on the analytic model for a small projectile penetrating normally a ceramic/metal plate, and using the hypothesis that the ellipse has the same capacity of absorbing energy with the circularity, an analytic model for a small AP projectile penetrating obliquely ceramic/metal composite armor has been established, and an experiment has been done to verify it. At the same time, given the same area density and at the same angle, the performance and characteristics of ceramic/metal compsite armor subjected to oblique impact have been analyzed.
出处 《兵器材料科学与工程》 CAS CSCD 北大核心 2006年第6期54-56,共3页 Ordnance Material Science and Engineering
关键词 穿甲弹 陶瓷/金属 侵彻 弹道极限速度 面密度 armor-piercing projectile ceramic/metal penetration limit velocity area density
作者简介 杜忠华(1971-),男,博士,副教授,主要研究方向为弹药工程,撞击动力学及装甲防护。E-mail:duzhonghua@yahoo.com。
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参考文献7

  • 1杜忠华,赵国志,王晓鸣,沈培辉.双层陶瓷复合靶板抗弹性的研究[J].航空学报,2002,23(2):147-150. 被引量:19
  • 2杜忠华,赵国志,杨大峰,刘国权.弹丸垂直侵彻陶瓷/金属复合靶板的简化模型[J].弹道学报,2001,13(2):13-17. 被引量:10
  • 3Sadanandan S,Hetherington J G.Characterization of ceramic/steel and ceramic/aluminum amours subjected to oblique impact[J].Int J Impact Engng,1997,19(9-10):811-819.
  • 4Yaziv D,Chocron S,Anderson C E Jr,et al.Oblique penetration ceramic targets[C].19th International Symposium on Ballistic,Interlaken Switzerland,2000:1257-1264.
  • 5Woodward Raymond L.A simple one-dimension approach to modeling ceramic composite amour defeat[J].Int J Impact Engng,1990,9(4):455-474.
  • 6ZAERA R,S(A)NCHE(Z)-G(A)LVE(Z)V.Analytical modeling of normal and oblique ballistic impact of ceramic/metal lightweight amours[J].Int J Impact Engng,1998,21 (3):133-148.
  • 7Fellows N A,Brton P C.Development of impact model of ceramic-faced semi-infinite amour[J].Int J Impact Engng,1992,22:793-811.

二级参考文献8

  • 1[1]Hetheringgton J G. The optimization of two componentcomposite armors [J]. Int J Impact Engng, 1992,12 (3): 409-414.
  • 2[2]Ben-Dor G, Dubinsky A, Elperin T, et al. Optimization of two component ceramic armor for a given impact velocity [J]. Theor Appl Fract Mech, 2000, 33:185-190.
  • 3[3]Woodward R L. A simple one-dimension approach to modeling ceramic composite armor defeat[J]. Int J Impact Engng, 1990, 9(4): 455-474.
  • 4[4]Zaera R, Sánchez-gálvez V. Analytical modeling of normal and oblique ballistic impact of ceramic /metal lightweight armors[J]. Int J Impact Engng, 1998, 21(3): 133-148.
  • 5[6]Florence A L. Interaction of projectiles and compositeamour plate Ⅱ[R]. AMMRG-CR-69-15, Stanford Research Institute, Menlo Park, CA, U S A, 1996.
  • 6Rosenberg Z, Tsaliah J. Applying Tate's model for the interaction of long rod projectile with ceramic targets. Int.J. Impact Eng. , 1990,9(2):247-251
  • 7Raymond L W. A simple one dimension approach to modeling ceramic composite amour defeat. Int. J. Impact Eng., 1990, 9(4): 455-474
  • 8Fellows N A, Barton P C. Development of impact model for ceramic-faced semi-infinite amour. Int. J. Impact Eng. ,1999,22:793-811

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