Abstract
In this paper, dynamical calculation and analysis are made on penetration of thin plates by truncated conical projectiles in terms of the needs of fuze designing. The impact velocity ranges from 200m/s ts to 1000m/s (including both low and high velocities). The target plates include the thin aluminium plate (metal) and the plywood (non-metal).
Because a strength effect of target plates is considered in the establishment of dynamical models, we solved the problem that some previous models were not suitable to lowvelocity impact, for example, M. Zaid and B. Paul's models.[1][2][3] By comparison of intertial effect with strength effect, we theoretically proved Zaid and Paul's experimental conclusion[3]: “Only when the impact velocity is more that 500m/s can the strength effect be neglected. Otherwise this effect can not be neglected”.
Similar content being viewed by others
References
Zaid, M. and B. Paul, Mechanics of high speed projectile perforation.J. Franklin Institute,264 (1957), 117–125.
Zaid, M. and B. Paul, Oblique perforation of a thin plate by a truncated conical projectile.J. Franklin Institute,268 (1959), 24–44.
Paul, B. and M. Zaid, Normal perforation of a thin plate by truncated projectile,J. Franklin Institute,265 (1958), 317–336.
Awerbuch, J. and S. R. Bodner, Analysis of the mechanics of perforation of projectiles in metallic Plates,Int. J. Solids Structures.10 (1974), 671–684.
Woodward, R.L. and M.E. de Morton, Penetration of targets by flat-ended projectiles,Int. J. Mech. Sci. 18, (1976), 119–127.
Chien Wei-zang,Mechanics of Perforation, Book in Chinese No. 15034. 2753.
Gao Shi-qiao, The Report of experiments and the designing of computer program, Dept. of Mechanical Engineering in Beijing Institute of Technology, April (1984).
Author information
Authors and Affiliations
Additional information
Communicated by Chien Wei-zang
Rights and permissions
About this article
Cite this article
Shi-qiao, G., Bao-xing, W. Dynamical calculation and analysis on penetration of target plates by truncated conical projectiles. Appl Math Mech 7, 1095–1100 (1986). https://doi.org/10.1007/BF01897211
Received:
Issue Date:
DOI: https://doi.org/10.1007/BF01897211