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圆柱形平头弹体对薄靶板的垂直冲击

薛大为

薛大为. 圆柱形平头弹体对薄靶板的垂直冲击[J]. 应用数学和力学, 1988, 9(12): 1049-1054.
引用本文: 薛大为. 圆柱形平头弹体对薄靶板的垂直冲击[J]. 应用数学和力学, 1988, 9(12): 1049-1054.
Hsueh Dah-wei. Normal Perforation of a Thin Infinite Plate by a Flat Headed Cylindrical Projectile[J]. Applied Mathematics and Mechanics, 1988, 9(12): 1049-1054.
Citation: Hsueh Dah-wei. Normal Perforation of a Thin Infinite Plate by a Flat Headed Cylindrical Projectile[J]. Applied Mathematics and Mechanics, 1988, 9(12): 1049-1054.

圆柱形平头弹体对薄靶板的垂直冲击

Normal Perforation of a Thin Infinite Plate by a Flat Headed Cylindrical Projectile

  • 摘要: 本文提出了弹体冲击靶板时弹靶接触面的运动速度和接触面上所受法向应力的解析表达式.这些解析式是著名的Hopkins-Kolsky理论的推广.由于弹道极限速度在工程实际中的重要性,本文也给出了弹道极限速度的解析表达式.本文并证明了,作用在与靶板相接触的冲塞圆柱面上的沿板厚方向的剪应力,与板厚方向的坐标无关.
  • [1] Heyda, J.F., S.R. Woodall, D.A. Wolfgan and L.L. Wilson, Rept. AFATL-TR-70-78, Air-Force Armament Laboratory, Eglin Air Force Base (1970).
    [2] Awerbuch, J. and S.R. Bodner, Analysis of the mechanics of perforation of projectiles in metallic plates, Int. J. Solids Struc., 10 (1974), 671.
    [3] Yuan, W.X., L.T. Zhou and X.Q. Ma, Comments on a penetration theory for an undeformed projectile by Awerbuch and Bodner, Int J. Solids Struc., 22, 1 (1986), 65-69.
    [4] Corran, R.S.J., P.J.. Shadbolt and C. Ruiz, Int. J. Impact Engng., 1, 1 (1983), 3-22.
    [5] Shadboit, P.J., R.S.J. Corran and C. Ruiz, Int. J. Impact Engng., 1, 1 (1983), 23-49.
    [6] 钱伟氏,《穿甲力学》国防工业出版社,北京(1984).
    [7] Woodward, R.L. and M.E. de Morton, Penetration of targets by flattened projectiles, Int. J. Mech. Sci., 18, (1976), 119-127.
    [8] Hopkins, H.G. and H. Kolsky, Proc. 4th Hypervelocity Impact Syrmp., APGC-TR-60-39, 1 (1960).
    [9] Lee, E.H. and S.J.Tupper, Analysis of plastic deformation in a steel cylinder. striking a rigid target, J. Appl. Mech., 21 (1954), 63-70.
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出版历程
  • 收稿日期:  1988-01-05
  • 刊出日期:  1988-12-15

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