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CONSTRAINED ATTITUDE PATH GENERATION OF SPACECRAFT BASE ON RAPIDLY EXPLORING RANDOM TREE AND QUADRATIC PROGRAMMING

机译:基于快速探索随机树和二次规划的空间姿态约束路径生成

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During the lifetime of a spacecraft, a lot of attitude maneuver operations are necessary for mission requirement. If aspecial sensor, which cannot point to Sun or other bright objects, is installed on the spacecraft, a least separation anglebetween the direction of the sensor and the bright object must be kept. Therefore, the attitude free space is restrictedand the attitude should not slew arbitrarily. The analogous case exists for communication with earth by antenna andpower supply by solar panel. The ability to autonomously control attitude maneuver under geometric constraints isone of the key technologies in some future space missions. This paper proposed an attitude slew maneuver pathgeneration algorithm, which is based on Rapidly Exploring Random Tree (RRT) and Quadratic programming(QP).Due to the mature technology of uniform sample in attitude space, the RRT, as a global planner, freely andincrementally expands to some chosen uniform sample point in a greedy pattern. By this means, the geometricconstraints can be well satisfied and the tree can expand fast and terminate within finite iterations. Meanwhile, thelocal planner transforms the dynamic equation to linear constraints of quadratic programming problem. In each step,only a trivial numerical procedure is needed although it assumes the main computational cost. Consequently, thegeometric and dynamic constraints are met respectively, and the maneuver path of kinodynamics is generated.Simulation results and analysis validate the advantages of the proposed algorithm.
机译:在航天器的生命周期中,执行任务需要进行许多姿态机动操作。如果一个 不能指向太阳或其他明亮物体的特殊传感器安装在航天器上,最小分离角 必须保持传感器方向与明亮物体之间的距离。因此,姿态自由空间受到限制 态度不应随意摆弄。存在通过天线与地面进行通信的类似情况。 由太阳能电池板供电。在几何约束下自主控制姿态机动的能力是 某些未来太空任务的关键技术之一。本文提出了一种姿态回转策略 生成算法,该算法基于快速探索随机树(RRT)和二次规划(QP)。 由于姿态空间中统一样本的成熟技术,RRT作为全球计划者,可以自由地 以贪婪的方式逐步扩展到一些选定的统一采样点。通过这种方式, 约束可以很好地满足,并且树可以快速扩展并在有限的迭代中终止。同时, 局部规划器将动态方程转换为二次规划问题的线性约束。在每一步中 尽管它假定了主要的计算成本,但仅需要一个简单的数值过程。因此, 分别满足几何和动态约束,并生成了动力学的操纵路径。 仿真结果和分析验证了所提算法的优势。

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