穿甲弹-引信多体系统的动态转移模型及应用

Da Yu, Benqiang Yang, Kai Yan, Changsheng Li, Xiang Ma, Xiangyu Han, He Zhang, Keren Dai
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引用次数: 0

摘要

在现代战争中,防御工事被置于更深的地下,其机械强度也越来越高,这就对攻击这些工事的穿甲弹的目标速度提出了更高的要求。在这种实际情况下,穿甲引信不可避免地要承受长脉冲持续时间和高冲击强度的极端机械负荷。实验结果表明,其冲击加速度甚至可以超过弹丸的数倍。然而,由于对穿甲引信系统在这种极端机械条件下的动态传递机理认识不清,目前仍缺乏有效的方法来准确估计和设计穿甲引信的冲击载荷防护。本文重点研究了贯穿式弹药和引信在高冲击下的动态响应,建立了贯穿式引信系统的非线性动态传递模型,可以计算出引信位置的传感器过载信号。结果表明,所提出的多体动态传递模型得到的峰值加速度与实验测试得到的峰值加速度之间的相对误差仅为 15.7%,远低于有限元模拟与实验测试之间 26.4% 的误差。所提方法的计算负担主要在于参数校准过程,只需对特定的抛射体-引信系统进行一次参数校准。校准完成后,该模型能以极低的计算成本快速对弹丸质量、靶板强度和冲击速度进行参数扫描仿真,从而获得弹丸-引信系统在各种工况下的响应特性。这极大地方便了穿甲弹引信的实际工程设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic transfer model and applications of a penetrating projectile‐fuze multibody system
In modern warfare, fortifications are being placed deeper underground and with increased mechanical strength, placing higher demands on the target speed of the penetrating munitions that attack them. In such practical scenarios, penetrating fuze inevitably experience extreme mechanical loads with long pulse durations and high shock strengths. Experimental results indicate that their shock accelerations can even exceed those of the projectile by several times. However, due to the unclear understanding of the dynamic transfer mechanism of the penetrating fuze system under such extreme mechanical conditions, there is still a lack of effective methods to accurately estimate and design protection against the impact loads on the penetrating fuze. This paper focuses on the dynamic response of penetrating munitions and fuzes under high impact, establishing a nonlinear dynamic transfer model for penetrating fuze systems, which can calculate the sensor overload signal of the fuze location. The results show that the relative error between the peak acceleration obtained by the proposed multibody dynamic transfer model and that obtained by experimental tests is only 15.7%, which is much lower than the 26.4% error between finite element simulations and experimental tests. The computational burden of the proposed method mainly lies in the parameter calibration process, which needs to be performed only once for a specific projectile‐fuze system. Once calibrated, the model can rapidly conduct parameter scanning simulations for the projectile mass, target plate strength, and impact velocity with an extremely low computational cost to obtain the response characteristics of the projectile‐fuze system under various operating conditions. This greatly facilitates the practical engineering design of penetrating ammunition fuze.
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