期刊文献+

高空飞行器被动段运行轨迹精密解算方法

The Precise Flight Trajectory Tracking Approach of Altitude Vehicle in Unpowered Phase
原文传递
导出
摘要 如何精确解算高空飞行器被动段运行轨迹是航天测控领域研究的热点与难点问题。本文在分析空间飞行器受力状况的基础上,建立了严密飞行器运动状态方程,采用层次聚类分析方法构建了落点数据质量控制方案。通过仿真试验,研究了空气阻力、地球引力和积分迭代步长等要素对飞行器运行轨迹的影响,检验了落点预报质量控制方案的可行性和有效性。结论表明,提出的数学模型能够高精度地解算出飞行器被动段运行轨迹,实现了落点位置自动化预报处理。 How to accurately track the flight trajectory of altitude vehicle at unpowered phase is the hot and tough problemin the field of space measurement and control .Based on the analysis of forces acting on the flight vehicle ,its rigid movement state equation has been established ,and the quality control scheme has also been put forward adopting hierarchical clustering technique to figure out the precise position of impact point .The feasibility and effectiveness of the suggested quality control scheme has been illustrated by simulated example ,in which the influence caused by air drag ,gravity and iterative step has been researched .The conclusion shows that the flight trajectory of altitude vehicle in unpowered phase could be accurately calcul ated with offered mathematics model , and the impact point could be automatically estimated .
出处 《测绘学报》 EI CSCD 北大核心 2014年第11期1109-1117,共9页 Acta Geodaetica et Cartographica Sinica
基金 国家自然科学基金(41374018) 国家海洋局海底科学重点实验室基金(KLSG1201)
关键词 高空飞行器 运行轨迹 状态方程 落点预报 质量控制 altitude vehicle flight trajectory state equation impact point estimation quality control
  • 相关文献

参考文献20

  • 1MINVIELLE P. Decades of Improvement in Re-Entry Ballistic Vehicle Tracking [J]. IEEE: Aerospace and Electronic Systems Magazine, 2005, 20(8):1 14.
  • 2LI Y C, THIAGALINGAM K, YAAKOV B S. Trajectory and Launch Point Estimation for Ballistic Missiles from Boost Phase LOS Measurements[C] // Proceedings of the 7rE Mediterranean Conference on Control and Automation. Haifa: [s.n], 1999.
  • 3FARINA A, RISTIC B, BENVENUTI I). Estimation Accuracy of a Landing Point of a Ballistic Target[C] // Proceedings of the 5th Information Fusion International Conference. Annapolis : [s.n], 2002.
  • 4ZHANG Feng, TIAN Kangsheng, Xl Mulin. The Ballistic Missile Tracking Method Using Dynamic Model [C] // Proceedings of the 2011 IEEE CIE International Confer-ence. Chengdu:[s.n.],2011,10:24 27.
  • 5DODIN P, M1NV1ELLE P, CADRE J P. ReEntry Ballistic Vehicle Tracking Observability and Theoretical Bound[C] //Proceedings of the 8th Information Fusion International Conference. Philadelphia [s.n.] 2005 : 197-204.
  • 6TAPLEY B D. SCHUTZ B E, BORN G H. Statistical Orbit Determination [M] Amsterdam, Elsevier Academic Press, 2004.
  • 7AKGUL A, KARASOY S. Development of A Tactical Ballistic Missile Trajectory Prediction Tool [ J ]. Journal of Electrical : Electronics Engineering, 2005,5: 1463 -1467.
  • 8DODIN P, MINVIEELE P, CADRE J P. Estimation the Ballistic Coefficient of a Re-Entry Vehicle[J]. lET Radar Sonar Navigation, 2007,1(3) .-173 -183.
  • 9FORDEN G. GUI missile_Flyoul : A General Program for Simulating Ballistic Missiles[J]. Science and Global Security, 2007, 15(2) :133-146.
  • 10HARLIN W J, CICCI D A. Ballistic Missile Trajectory Prediction Using a State Transilion Matrix[J]. Applied Mathematics and Computation, 2007,188 : 1832-1847.

二级参考文献75

共引文献432

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部