您好,欢迎来到中国测试科技资讯平台!

首页> 《中国测试》期刊 >本期导读>基于数值仿真与飞行试验的弹道修正火箭弹阻力系数简易辨识

基于数值仿真与飞行试验的弹道修正火箭弹阻力系数简易辨识

3203    2016-06-29

免费

全文售价

作者:郭庆伟, 宋卫东, 王毅, 卢志才

作者单位:军械工程学院火炮工程系, 河北 石家庄 050003


关键词:弹道修正火箭弹;数值仿真;飞行试验;系数辨识


摘要:

作为单通道鸭舵控制弹道修正火箭弹研究的关键技术之一,气动系数的辨识是实现弹体飞行控制的前提与基础。该文以阻力系数简易辨识为主要研究内容,主要探讨数值仿真与飞行试验相结合对阻力系数进行辨识的方法。利用Grigen网格划分技术和Fluent流体力学仿真(CFD)相结合,获得弹道修正火箭弹的仿真气动数据;通过弹体的受力和力矩分析,建立六自由度弹道模型;根据飞行试验数据,对比分析弹道模型与仿真气动数据,对阻力系数进行修正优化。通过试验验证,经过修正的阻力系数精度得到很大提高,对于研究弹道修正弹的弹道特性规律和制导控制设计具有参考价值。


Drag coefficient identification of trajectory corrected rockets based on numerical simulation and flight test

GUO Qingwei, SONG Weidong, WANG Yi, LU Zhicai

Department of Artillery Engineering, Ordnance Engineering College, Shijiazhuang 050003, China

Abstract: As the critical technology of the canard-corrected rocket in single channel control, aerodynamic parameters identification is the foundation and precondition for projectile guidance. This paper focuses on drag coefficient identification and mainly involves the method of the incorporation between numerical simulation and flight test. With the contribution of Grigen gridding division technology and Fluent fluid dynamic simulation, the emulation aerodynamic parameters has been conducted. From analysis of forces and moments acting on the projectile, the six degrees of freedom dynamic model was given. The flight test data has be used to make a comparison of fight data and the simulation data and provides the optimization proposal for the drag coefficient. In the end, the demonstration tests indicate that the optimized drag coefficient has a better precision that could be provide significant reference for the projectile trajectory characteristics and the guidance law design.

Keywords: trajectory corrected rocket;numerical simulation;flight test;coefficient identification

2016, 42(6): 127-133  收稿日期: 2015-12-23;收到修改稿日期: 2016-02-13

基金项目: 中国博士后科学基金(2013M542454);十二五装备预先研究项目(9140A05040114JB34015)

作者简介: 郭庆伟(1988-),男,山东东平县人,博士,专业方向为弹箭外弹道理论与应用。

参考文献

[1] GAMBLE A E, JENKINS P N. Low cost guidance for the multiple launch rocket system(MLRS) artillery rocket[R]. IEEE PLANS on Position Location and Navigation Symposium,2000:193-199.
[2] PETE B. XM1156 Precision Guidance Kit(PGK)[C]//NDIA 52nd Annual Fuze Conference,2008.
[3] TOM B. Precision Guidance Kit[C]//45th Annual NDIA Gun and Missile Systems Conference,2010.
[4] KELLY H. Mortar Guidance Kit(MGK)[C]//2010 Joint Armaments Conference,2010.
[5] 史金光,王中原,常思江,等. 二维弹道修正弹修正方法[J].海军工程大学学报,2010,22(4):87-92.
[6] 余浩平,杨树兴. 一种新型弹体结构导弹动力学方程的建立[J]. 弹箭与制导学报,2003,23(3):153-155.
[7] 陈贺. 修正控制技术与飞行稳定性研究[D]. 沈阳:沈阳理工大学,2013.
[8] 王欣,郝永平,张凤阁,等. 弹道修正引信阻力系数辨识方法研究[J]. 微计算机信息,2009,25(7):199-200.
[9] WEISS S. Identification of nonlinear aerodynamic derivatives using classical and extended local model networks[J]. Aerospace Science and Technology,2010,42(1):1-12.
[10] 单长胜. 从弹箭自由飞行数据提取气动力系数的方法研究[D]. 南京:南京理工大学,2001.
[11] 纪楚群. 导弹空气动力学[M]. 北京:宇航出版社,1996:79-83.
[12] 吴日恒,郭泽荣,李世义. 射程修正引信弹道辨识方法及精度分析[J]. 弹道学报,2008,20(1):43-47.
[13] 王贵东,崔尔杰,刘子强. 闭环气动参数辨识的两步方法[J]. 飞行力学,2010,28(2):16-19.
[14] 孙勇,段广仁,张卯瑞,等. 高超声速飞行器再入过程改进气动系数模型[J]. 系统工程与电子技术,2011,33(1):134-137.
[15] 李晓斌,董敬文,王永杰,等. 火箭靶弹零升阻力系数辨识[J]. 固体火箭技术,2010,33(1):5-8.
[16] 梁明. 靶弹动力学模型参数辨识与弹道仿真[J]. 战术导弹技术,2012(3):48-53.
[17] 张英,刘创,杨小会,等. 基于有限体积法的弹丸阻力系数数值模拟方法[J]. 探测与控制学报,2013,35(4):27-31.
[18] 曹松棣,田野,郭全,等. 应用Fluent软件获取导弹气动系数[J]. 飞行仿真,2007(3):24-27.
[19] 刘述. 弹箭飞行数据气动力参数辨识分析[D]. 太原:中北大学,2013.
[20] 韩子鹏. 弹箭外弹道学[M]. 北京:北京理工大学出版社,2008:121-124.