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A dual-wheel multi-mode spacecraft actuator for near-minimum-time large angle slew maneuvers

机译:双轮多模式航天器执行器,用于近最小时间的大角度回转操作

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A novel implementation of a dual-wheel actuator is presented for a spacecraft with high agility requirements, e.g. where the imaging payload is strapped to the satellite body and the bore sight has to be shifted from one target location to another by slewing the complete satellite in minimum-time. To maximise the torque capability, the actuator can be utilised as a "scissored" type control moment gyro (CMG-mode) with parallel gimbals. A system with 2 single-gimbal CMGs per body axis, can simplify the gimbal steering method with gimbal angle constraints and avoid any control torque singularities prevalent in other CMG configurations. During fine pointing maneuvers the dual-wheel actuator can be used in reaction wheel mode (RW-mode). In this way the unique advantages of both CMG and reaction wheel actuators can be exploited, while the transition between either modes can be done smoothly. In CMG-mode the torque capability can be at least one order of magnitude greater and the peak electrical power requirement will be much lower during the CMG high torque phases of a maneuver, compared to the RW-mode. In RW-mode the torque resolution and wheel induced disturbances can be more conducive for the high stability requirement of an imaging payload. The dual-wheel units can be aligned and parked into two orthogonal axes during reaction wheel use, resulting in multiple redundancy, i.e. any two wheels may fail, while still maintaining full 3-axis control authority. The paper will present the torque, angular momentum and gimbal steering equations for the dual-wheel actuator. Next, a near-minimum-time eigenaxis slew maneuver algorithm is derived for the CMG-mode, where optimal agility is required. Finally, the paper concludes with a simulation of a practical satellite application. The performance of a near-minimum-time eigenaxis slew maneuver in CMG-mode is compared to the results obtained when the maneuver is executed using a pyramid array of four single-gimbal CMGs with similar performance constraints and driven by time optimised, singularity robust steering logic.
机译:提出了一种双轮致动器的新颖实施方​​式,其用于具有高敏捷性要求的航天器,例如,在这种情况下,成像有效载荷被束缚在卫星主体上,必须通过在最短的时间内将完整的卫星回转,将瞄准镜从一个目标位置转移到另一个目标位置。为了使扭矩能力最大化,执行器可以用作带有平行万向架的“剪刀式”控制力矩陀螺仪(CMG模式)。每条身体轴具有2个单万向节CMG的系统可以简化具有万向节角度约束的万向节转向方法,并避免其他CMG配置中普遍存在的任何控制转矩奇异之处。在精确指向操纵期间,双轮执行器可以在反作用轮模式(RW模式)下使用。这样,可以利用CMG和反作用轮致动器的独特优势,同时可以平稳地进行两种模式之间的转换。与RW模式相比,在CMG模式下,操纵的CMG高扭矩阶段,扭矩能力至少高出一个数量级,并且峰值电功率要求将低得多。在RW模式下,扭矩分辨率和车轮引起的干扰会更有利于成像有效载荷的高稳定性要求。在使用反作用轮期间,可以将双轮单元对齐并停放在两个正交轴上,从而产生多个冗余,即,任何两个轮都可能发生故障,同时仍保持完整的3轴控制权限。本文将介绍双轮执行器的扭矩,角动量和万向节转向方程。接下来,针对需要最佳敏捷性的CMG模式,推导了一种近乎最短时间的本征回转操纵算法。最后,本文以仿真实际卫星应用作为结束。将CMG模式下近最小时间本征回转操作的性能与使用四个具有相似性能约束且受时间优化的奇点鲁棒转向驱动的单四臂CMG的金字塔阵列执行该操作时获得的结果进行比较逻辑。

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