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Minimum energy coplanar orbit transfer of geostationary spacecraft using time-averaged Hamiltonian

机译:使用时间平均哈密顿量的对地静止航天器的最小能量共面轨道转移

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摘要

In this study, an analytical solution of the minimum-energy orbit transfer problem is derived under the assumption that the orbital motion is in the same plane throughout the transfer and that the transfer time is given. In order to solve the optimal control problem, the averaged canonical equations are derived using the time-averaged Hamiltonian. The corresponding two-point boundary-value problems are analytically integrated to form a set of nonlinear algebraic equations and the procedure to obtain the optimal trajectory and control input is presented. The analytical solutions are compared with the numerical solutions by the pseudospectral method and are found to be in good agreement.
机译:在这项研究中,假设轨道运动在整个传递过程中都在同一平面上,并且给出了传递时间,则得出了最小能量轨道传递问题的解析解。为了解决最优控制问题,使用时间平均哈密顿量导出平均正则方程。相应地解决了两点边值问题,形成了一组非线性代数方程,并给出了获得最佳轨迹和控制输入的过程。通过伪光谱法将解析解与数值解进行比较,发现吻合良好。

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