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首页> 外文期刊>Zeitschrift fur Angewandte Mathematik und Mechanik >Optimal rendezvous with constraints on circular and elliptical orbits
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Optimal rendezvous with constraints on circular and elliptical orbits

机译:在圆形和椭圆形轨道上具有约束的最佳集合点

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This work studies the optimum rendezvous with minimum fuel consumption two space vehicles on circular and elliptical orbits, the surveyor vehicle being equipped with a low thrust installation, their motion equations being written in the three-dimensional space, in relative motion; the space origin being the target vehicle. Optimal controls to be determined being the acceleration due to thrust related to the minimum fuel consumption. By means of the Legendre-Clebsch condition it is demonstrated that the formulated optimization problem is, indeed, a minimum problem. [References: 2]
机译:这项工作研究了在圆形和椭圆形轨道上使用最小燃油消耗的最佳会合点,测量飞行器的飞行器配备了低推力装置,它们的运动方程以相对运动的形式写在三维空间中。空间起点是目标车辆。待确定的最佳控制是与最小燃油消耗相关的推力引起的加速度。通过Legendre-Clebsch条件,证明了所提出的优化问题确实是最小问题。 [参考:2]

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