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近地卫星编队构形保持方法 被引量:3

A Method for LEO Satellite Formation Keeping
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摘要 针对J2摄动和大气摄动导致低轨编队卫星构型破坏的情况,基于高斯摄动方程给出了以平均轨道根数为被控制量的脉冲控制模型。利用法向脉冲调整轨道倾角和升交点赤经偏差,在轨道上2个位置施加径向和切向脉冲调整其余轨道根数偏差从而修正卫星编队构形。最后通过数值仿真验证了算法的简单性、有效性。 Based on Gauss perturbation,impulsive control model for formation keeping is put forward with regard to the problem that LEO satellites formation could be destroyed under J2 perturbation and atmospheric drag perturbation.In order to correct errors of formation keeping,firstly,the inclination and longitude ascending node is adjusted by exerting an impulsive control effort along the normal direction.Then,the other elements errors are amended by exerting impulsive control efforts from two positions along tangent and radial directions simultaneously.Finally,the simplicity and effectiveness of the impulsive control algorithm is verified by mathematical simulation results.
出处 《航天控制》 CSCD 北大核心 2010年第1期17-20,69,共5页 Aerospace Control
关键词 近地轨道 卫星编队飞行 平均轨道根数 J2摄动 大气阻力摄动 Low earth orbit Satellite formation flying Mean orbit element J2 perturbation Drag perturbation
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参考文献6

  • 1Mishne D. Formation Control of LEO Catellites Subject to Drag Variations and J2 Perturbations [ C]//AIAA/AAS Astrodynamics Specialist Conference and Exhibit Monterey, California, 2002.
  • 2Sabol C , Burns R , McLaughlin C A . Satellite Formation Flying Design and Evolution [ J]. Journal of Spacecraft and Rocked, 2001,38(2) :270-278.
  • 3Sparks A. Linear Control of Space Craft Formation Flying [ C]//AIAA Guidance, Navigation and Control Conference, 2000:14 - 17.
  • 4Schaub H. Stabilization of Satellite Motion Relative to a Coulomb Spacecraft Formation [ C ]//AAS /AIAA Space Flight Mechanics Meeting Feb,2004.
  • 5Schauh H. Fncorporating Secular Drifts into the Orbit Element Difference Description of Relative Orbits [ C ]//Proceedings of AAS/AIAA Space Night Mechanics Meeting, Ponce,Puerto Rico, Feb. 2003,9 - 13:239 -58.
  • 6Gim D W, Alfriend K T. The State Transition Matrix of Relative Motion for the Perturbed Non -circular Reference Orbit [ C ]//AAS/AIAA Space Flight Mechanics Meeting, SantaBarbara, California, 2001.

同被引文献36

  • 1郭碧波,李立涛,强文义,梁斌,李成.卫星编队飞行相对位置保持的脉冲控制[J].航天控制,2007,25(2):32-35. 被引量:2
  • 2Hanspeter Schaub and Kyle T Alfriend . J2 Invariant Relative Orbit for Spacecraft Formations [ J]. Celestial Mechanics and Dynamical Astronomy, 2011, 79 ( 2 ) :77 -95.
  • 3Hanspeter Schaub, Srinivas R Vadali, John L Junkins and Kyle T Alfriend. Spacecraft Formation Flying Con- trol Using Mean Orbit Elements[ J]. Journal of the As- tronautical Sciences, 2000, 48 ( 1 ) : 69-87.
  • 4His- Han Yeh and Andrew Sparks. Geometry and Con- trol of Satellite Formations [ C ]. Proceedings of the A- merican Control Conference. Chicago, June 2000.
  • 5Kyle T Alfriend, Hanspeter Schaub, Dong-Woo Gim. Gravitational Perturbations, Nonlinearity and Circular Or- bit Assumption Effects on Formation Flying Control Strat- egies[ R]. Annual AAS Rocky Mountain Guidance and Control Conference. Breckenridge,2000, AAS 00-012.
  • 6Simone D Amico and Oliver Montenbruck. Proximity Oper- ations of Formation-Flying Spacecraft Using an Eccentrici- ty/Inclination Vector Separation[J]. Journal of Guidance, Control, and Dynamics, 2006, 29(3): 554-563.
  • 7Clohessy W, Wiltshire R. Terminal Guidance System for Satellite Rendezvous[J]. Journal of The Aerospace Sci- ences,1960, 27(9): 653-658.
  • 8Lawden D. Fundamentals of Space Navigation [ J ]. Journal of the British Interplanetary Society, 1954, 13 (2) : 87-101.
  • 9Srinivas R Vadali. An Analytical Solution for Relative Motion of Satellites[ C]. Dynamics and Control of Sys- tems and Structures in Space, 2002, Cranfield Univ, Cranfield, UK, : 309-316.
  • 10Brower D. Solution of the Problem of Artificial Satellite Theory without Drag [ J ]. Astronautical Journal, 1959, 64(1274) : 378-397.

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