首页> 外文会议>AAS/AIAA Space Flight Mechanics Meeting; 20070128-0201; Sedona,AZ(US) >SAVING MASS IN OPTIMALLY SIZING A SMALL SATELLITE ENERGY STORAGE AND ATTITUDE CONTROL SYSTEM
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SAVING MASS IN OPTIMALLY SIZING A SMALL SATELLITE ENERGY STORAGE AND ATTITUDE CONTROL SYSTEM

机译:节省质量,优化小型卫星能量存储和姿态控制系统

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A recent effort to optimally size miniature, single-gimbal variable-speed control moment gyroscopes for combined energy storage and attitude control on small satellites hatched an efficient, structured approach which enables alternative technology comparisons. The method, documented in a separate article, casts the design as a constrained nonlinear programming problem where a performance index constructed from subsystem design margins is optimized for a given set of agility and energy storage requirements. In that article, the available energy capacity is computed as the maximum available isotropic structural capacity of the rotor using the rotor's shape factor (derived from rotor material strength and density) and maximum structural and minimum wheel speeds. However, a more realistic implementation of a satellite flywheel energy storage system is limited in its maximum operating wheel speed. In turn, the usable available capacity, a function of the maximum and minimum operating wheel speeds, is a more accurate quantity to use in the optimal sizing algorithm. In the present paper, this concept is applied to the variable speed control moment gyroscope-based energy storage and attitude control system and is illustrated through parametric numerical examples of optimizing for subsystem mass keeping performance constant in relation to a baseline, conventional secondary battery plus momentum wheel design. The resulting energy capacity comparisons are conducted through the handy restriction of the optimization problem to a near closed-form solution thereby making the comparisons compact yet useful.
机译:最近为优化小型,单万向变速控制力矩陀螺仪的尺寸而设计的方法,以便在小型卫星上组合能量存储和姿态控制,从而找到了一种有效的结构化方法,可以进行替代技术比较。该方法在另一篇文章中进行了介绍,将该设计转换为受约束的非线性编程问题,其中针对给定的敏捷性和能量存储要求,优化了由子系统设计余量构成的性能指标。在那篇文章中,可用的能量容量是使用转子的形状因子(由转子的材料强度和密度得出)以及最大的结构速度和最小的轮速来计算为转子的最大各向同性结构容量。然而,卫星飞轮能量存储系统的更现实的实施在其最大工作轮速度方面受到限制。反过来,可用的可用容量是最大和最小操作轮速的函数,是在最佳尺寸算法中使用的更准确的数量。在本文中,此概念适用于基于变速控制力矩陀螺仪的储能和姿态控制系统,并通过参数数值示例进行了说明,这些参数优化了子系统质量,使性能相对于基线,常规二次电池和动量保持恒定轮设计。通过方便地将优化问题限制为接近封闭的形式,可以进行最终的能量容量比较,从而使比较紧凑但有用。

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