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弹药技术

基于优化最佳逼近的火箭弹高速侵彻等效缩比方法

  • 张旭辉 ,
  • 虞跨海 ,
  • 徐红玉 ,
  • 梁斌 ,
  • 康兴国
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  • 1 河南科技大学工程力学系, 河南 洛阳 471023
    2 西安机电信息研究所, 西安 710065

张旭辉(1990-),男,陕西渭南人,硕士研究生,研究方向:计算力学及其工程应用。

收稿日期: 2015-04-01

  网络出版日期: 2025-05-30

基金资助

国家自然科学基金(51105132);总装预研基金(9140A0506312BQ4201);河南科技大学研究生创新基金(CXJJ-ZR11)

Equivalent Scaling Method of High-speed Rocket Projectile Penetration Based on Optimization of Optimal Approximation

  • ZHANG Xuhui ,
  • YU Kuahai ,
  • XU Hongyu ,
  • LIANG Bin ,
  • KANG Xingguo
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  • 1 Department of Engineering Mechanics, Henan University of Since and Technology, Henan Luoyang 471023, China
    2 Xi'an Institute of Electromechanical Information Technology, Xi'an 710065, China

Received date: 2015-04-01

  Online published: 2025-05-30

摘要

文中基于优化理论开展了火箭弹高速侵彻等效缩比方法研究。通过量纲分析、优化拉丁超立方方法确定弹长、弹径、弹体初速度及靶标厚度为设计变量的样本空间,高精度数值计算获取设计变量关于弹体过载和持续时间的目标响应,建立快速分析模型,以响应最佳逼近为优化目标,以最小缩比为约束,模拟退火算法实现等效缩比优化模型的求解。优化结果代入侵彻模型进行参数反演,结果表明,缩比模型与原模型的过载特性具有较高的一致性。

本文引用格式

张旭辉 , 虞跨海 , 徐红玉 , 梁斌 , 康兴国 . 基于优化最佳逼近的火箭弹高速侵彻等效缩比方法[J]. 弹箭与制导学报, 2016 , 36(2) : 41 -44 . DOI: 10.15892/j.cnki.djzdxb.2016.02.011

Abstract

Based on optimization theory, equivalent scaling method of high-speed penetration projectile was carried out in this paper. Four designed variables were length, radius, initial velocity of projectile and thickness of target, which were determined according to dimensional analysis and Latin Hypercube sampling optimization methods. The designed variables on acceleration and duration of projectile response were obtained through high-precision numerical simulation, the designed variables and objective response were achieved and a rapid analysis model was established, the optimization was to find out approximation to the best response, and the minimum reduction ratio was regarded as constraints, and equivalent scaled optimization was solved by simulated annealing algorithm. Parameter inversion was carried out through the penetration model with optimization results, and the results showed that there was high consistency between the acceleration characteristics of the scaling model and that of the original model.

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