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Perturbation Correction Calculation Method for Remote Rendezvous between Non-Coplanar Elliptic Orbits

机译:非共面椭圆轨道之间交会点的摄动校正计算方法

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The earth oblateness J2 perturbation effect on the remote rendezvous between non-coplanar elliptic orbits was investigated, and the corresponding perturbation correction calculation method was mainly studied. The differential equation of orbit deviation due to the J2 perturbation was established based on the perturbation theory, and the position error between the perturbed and unperturbed transfer orbits due to the J2 perturbation was obtained through the integral calculation. And then the control strategy by means of correcting the predictive arrival point was put forward to realize the correction of the transfer orbit. A lot of simulations were done to compare the orbit deviation before and after the perturbation correction, and the simulation results indicate that this method, which is simple and easy to be realized without optimization calculation, is efficient to provide a significant increase in accuracy of rendezvous with the effect of perturbation included.
机译:研究了地球扁度J2摄动对非共面椭圆轨道交会点的影响,并主要研究了相应的摄动校正计算方法。根据扰动理论建立了由J2扰动引起的轨道偏差的微分方程,并通过积分计算得到了由J2扰动引起的扰动和无扰动的转移轨道之间的位置误差。然后提出了通过校正预测到达点的控制策略来实现对转移轨道的校正。通过大量仿真比较了摄动校正前后的轨道偏差,仿真结果表明,该方法简单易行,无需优化计算,有效提高了交会精度。包括摄动的影响。

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