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Steering Law of Control Moment Gyroscopes for Agile Attitude Maneuvers

机译:敏捷姿态操纵的控制力矩陀螺仪的转向规律

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This Note presented a steering law that not only provides the required attitude control torque but also controls the gimbals to their final target gimbal angles, eliminating the need for gimbal reorientation in agile, large-angle, and rest-to-rest multitarget maneuvers. The stability of the gimbal angle control is analyzed using a Lyapurov function, and it is shown that convergence to the final angles declines when the quadratic form becomes too small. To improve convergence, the steering law is modified by including a weighting matrix, which depends on the prescribed feedforward torque profile. On the basis of numerical simulations and considering some performance metrics, the following advances are demonstrated. First, a simply implemented steering law with desirable final gimbal angles is identified as an effective means to reduce total maneuver time and to steer the gimbals away from singularities. Second, a modified steering law effectively converges gimbals to their final angles and resolves the issue of repeatability. Consequently, a spacecraft could continuously perform agile multitarget maneuvers.
机译:本说明提出了一种转向规律,该规律不仅提供所需的姿态控制扭矩,而且将万向架控制到其最终目标万向架角度,从而消除了在敏捷,大角度和静息多目标操纵中对万向架进行重新定向的需要。使用Lyapurov函数分析了万向节角度控制的稳定性,并且表明当二次形式变得太小时,最终角度的收敛性下降。为了提高收敛性,可以通过包含一个权重矩阵来修改转向定律,该权重矩阵取决于规定的前馈转矩曲线。在数值模拟的基础上,考虑一些性能指标,可以证明以下进展。首先,具有期望的最终万向节角度的简单实施的转向定律被认为是减少总操纵时间并使万向节远离奇异点的有效手段。其次,修改后的转向定律有效地将万向节收敛到其最终角度,并解决了可重复性问题。因此,航天器可以连续执行敏捷的多目标机动。

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