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中国物理学会期刊

空间引力波探测太极计划惯性传感器标度因数与质心偏差的在轨定标方案设计

CSTR: 32037.14.aps.74.20241376

Design of in-orbit calibration scheme for scale factor and center-of-mass deviation of inertial sensor of Taiji program for space gravitational wave detection

CSTR: 32037.14.aps.74.20241376
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  • 星载超高精度惯性传感器是空间引力波探测任务的核心载荷之一. 运行环境差异、卫星工质消耗和电子器件老化会导致惯性传感器主要在轨工作参数与地面定标结果不一致, 影响数据产品精度, 进而影响科学数据质量, 需开展惯性传感器工作参数在轨标定工作. 本文针对空间引力波探测太极计划残余加速度噪声优于3×10–15 m/(s2·Hz1/2)@3 mHz的超高精度指标要求, 结合太极计划惯性传感器设计布局以及实际噪声模型, 设计了惯性传感器标度因数和质心偏差矢量参数在轨定标方案, 并通过仿真实验验证了方案的可行性. 仿真结果表明, 标度因数的在轨定标相对误差小于0.03%, 质心偏差在轨定标单轴误差 < 75\;\textμm , 满足太极计划惯性传感器工作参数在轨定标精度要求.

     

    The Taiji program-frequency gravitational waves. The mission's success hinges on the precise operation of its core payloads, particularly the inertial sensors, which are responsible for measuring the residual acceleration noise of the test masses. The duration of a space-based gravitational wave detection mission is 3 to 5 years. During this period, the shift in the satellite’s center of mass due to propellant consumption and other factors, as well as the drift in the scale factors caused by electronic component aging, will gradually degrade the accuracy of inertial sensor data. Therefore, it is necessary to regularly perform in-orbit calibration of inertial sensor parameters.
    In this work, we develop a calibration scheme, which actively applies controlled satellite oscillations and is tailored according to the installation layout of the inertial sensors in the Taiji program and the noise models. For the calibration of scale factors, high-precision star sensors are used to measure the satellite attitude signal, which is then combined with the driving voltage data from inertial sensors. By using the linear relationship between these signals, the scale factors are estimated using an extended Kalman Filter. For the calibration of center of mass (CoM) offsets, the calibrated scale factors are utilized, along with the driving voltage data from the front-end electronics of inertial sensors, to derive the test mass’s angular acceleration, linear acceleration, and angular velocity. These parameters are then used to complete the CoM offset calibration according to the dynamic equation.
    The feasibility of the proposed calibration scheme is validated through a simulation experiment. The results demonstrate that the scale factors of the three axes can be calibrated to relative accuracies of 33×10–6 and 173×10–6, respectively, meeting the requirement within 300×10–6. The CoM deviation are calibrated with accuracies of \delta _\boldsymbolr_1= 15 μm, 31 μm, 34 μm, \delta _\boldsymbolr_2= 5 μm, 15 μm, 13 μm, satisfying the 75 μm threshold. These results confirm that the proposed scheme can effectively maintain the inertial sensors’ performance within the required accuracy range.
    All in all, the calibration scheme developed in this study is crucial for maintaining the high performance of inertial sensors in the Taiji program. By achieving the precise calibration of the scale factors and deviation of center of mass within the required accuracy ranges, the scheme ensures the reliability of inertial sensor data, thereby significantly enhancing the sensitivity of space-based gravitational wave detection, which paves the way for groundbreaking discoveries in astrophysics and cosmology.

     

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