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纯引力轨道检验质量的相对测量技术
引用本文:侯振东,王兆魁,张育林. 纯引力轨道检验质量的相对测量技术[J]. 力学进展, 2015, 45(1): 201509. DOI: 10.6052/1000-0992-15-012
作者姓名:侯振东  王兆魁  张育林
作者单位:1 哈尔滨工业大学卫星技术研究所, 哈尔滨 150080
摘    要:纯引力轨道是物体在太空仅受引力作用的运行轨道, 通过构造纯引 力轨道, 可实现超高精度的空间引力探测, 也可为科学实验提供超稳定卫星 平台. 作为纯引力轨道构造的核心, 检验质量的相对测量不仅提供了部分任 务科学数据, 还为航天器平台的跟踪控制提供输入. 首先, 描述了纯引力轨道 的概念内涵, 总结了它在卫星重力测量、引力波探测等方面的应用情况. 其 次, 综述了不同任务对相对测量的需求, 给出了电容式测量、磁感应测量和 光学测量的原理, 总结了各自的优缺点. 根据检验质量的姿态运动, 将检验质 量质心相对状态解算问题分为3 类, 给出了基于检验质量姿态动力学与表面 建模的典型解算模型和质心速度估计方法. 最后分析了非引力干扰的理论计 算、地面实验验证和在轨实验验证问题. 

关 键 词:空间引力探测   纯引力轨道   相对测量   相对状态解算   非引力干扰
收稿时间:2015-03-05
修稿时间:2015-06-11

Relative measurement for the proof mass flying along a purely gravitational orbit
Zhendong HOU,Zhaokui WANG,Yulin ZHANG. Relative measurement for the proof mass flying along a purely gravitational orbit[J]. Advances in Mechanics, 2015, 45(1): 201509. DOI: 10.6052/1000-0992-15-012
Authors:Zhendong HOU  Zhaokui WANG  Yulin ZHANG
Affiliation:1 Research Center of Satellite Technology, Harbin Institute of Technology, Harbin 150080, China2 School of Aerospace, Tsinghua University, Beijing 100084, China
Abstract:Purely gravitational orbits are the trajectories of objects in space with grav-itational force only. Once constructed, they allow us to detect spaceborne gravity with extremely high precision, and provide highly stable spacecraft platforms for scientific ex-periments. As the core of purely gravitational orbit construction, the relative measurement for the proof mass is used for scientific data acquisition, and spacecraft tracking control input. In this paper, we first present the concept of purely gravitational orbits, and sum-marize the applications on satellite gravity measurement and gravitational wave detection. Then we survey the relative measurement requirements for various missions, and give the principles, pros and cons for three major measurement methods, namely, capacitive sensing, magnetic sensing and optical sensing. According to the attitude motion of the proof mass, the relative state resolving for its mass center can be classified into three categories. We investigate the typical resolving models based on attitude dynamics and surface modeling of the proof mass, and the velocity estimation methods for mass center. Finally we discuss the-oretical computations, on-ground validations and on-orbit validations for non-gravitational disturbances.
Keywords:spaceborne gravity detection|purely gravitational orbit|relative measurement|relative state resolving|non-gravitational disturbance  
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