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首页> 外文期刊>Journal of guidance, control, and dynamics >Autonomous Lunar Orbit Rendezvous Guidance Based on J_2-Perturbed State Transition Matrix
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Autonomous Lunar Orbit Rendezvous Guidance Based on J_2-Perturbed State Transition Matrix

机译:基于J_2摄动状态转移矩阵的月球自主交会制导

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An optimal, multi-impulsive rendezvous control strategy based on the SGA-STM has been developed for a lunar lander rendezvous problem. This model accounts for the J_2 perturbation. It allows for a systematic design process and refinement of the number of thrust impulses, their application times, and the mission duration. The predicted relative states provided by the SGA-STM are accurate when compared with the numerically integrated data obtained from a high-fidelity model, absolute position e'rrors being less than 1.5 km over a 25 h period. The SGA-STM-based optimal targeting method performs remarkably well within a high-fidelity rendezvous simulation. The relative position and velocity differences between the SGA-STM and the numerically integrated solutions are very small, less than 5 km and 1.0 m/s, respectively. These residual state differences can be eliminated in less than 10 iterations by a simple gradient algorithm. The impulsive-thrust assumption is validated by a finite-burn thruster model simulation in the STK-9 environment. The impulsive-thrust solutions obtained from the SGA-STM model are reasonably accurate and feasible finite-burn solutions can be obtained with a few iterations of a differential correction procedure. This optimization method for impulsive-thrust assumption is well-suited for the determination and refinement of onboard guidance strategies for lunar missions.
机译:针对月球着陆器交会问题,开发了基于SGA-STM的最优,多冲动交会控制策略。此模型说明了J_2扰动。它允许进行系统的设计过程,并完善推力脉冲的数量,其施加时间和任务持续时间。与从高保真模型获得的数值积分数据相比,由SGA-STM提供的预测相对状态是准确的,在25小时内绝对位置误差小于1.5 km。基于SGA-STM的最佳定位方法在高逼真度交会模拟中表现出色。 SGA-STM和数值积分解决方案之间的相对位置和速度差异非常小,分别小于5 km和1.0 m / s。这些残留状态差异可以通过简单的梯度算法在不到10次的迭代中消除。通过在STK-9环境中进行的有限燃烧推进器模型仿真验证了脉冲推力假设。从SGA-STM模型获得的脉冲推力解是相当准确的,并且可以通过几次微分校正程序的迭代来获得可行的有限燃烧解。这种用于推力推力假设的优化方法非常适合确定和完善月球任务的机载制导策略。

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