论文标题

PCB综合磁极的效率优化设计的Cubesats

Efficiency-optimized design of PCB-integrated magnetorquers for CubeSats

论文作者

Sorensen, Nicholas J.

论文摘要

立方体是用于将实验有效载荷载入轨道的微型卫星,在这些卫星中通常对于精确控制其态度至关重要。做到这一点的一种方法是通过使用磁音,可以将其集成到PCB中。与更常见的扭矩磁盘系统相比,该技术可节省大量的空间和资本。在这里,我们得出了一种分析不同PCB集成的磁孔的几何形状的方法,对它们进行了参数,从而优化了磁矩和效率。此外,通过调节磁孔线圈的痕量宽度,痕量和其他电气特性,本文优化了生成的磁矩。恒定电压和恒定电流源都被分析为输入。然后在Comsol中模拟这些优化,以用于多种几何形状,并发现在指定的功率耗散的情况下,存在最佳几何形状。模拟验证了这些推导的一般趋势和最大值,除非在线圈电阻的大小中重新缩放较小,一致的重新缩放。还发现,这些PCB集成的磁极提供了足够的替代品,替代了商业线圈磁磁标,尤其是在体积限制的配置中。这项研究将这种分析扩展到较大的立方体配置,并发现这些较大的实现提高了磁取力的效率。在附录中对小卫星上的常见PCB可测量的优化进行了优化。

CubeSats are miniature satellites used to carry experimental payloads into orbit, where it is often critical to precisely control their attitude. One way to do this is through the use of magnetorquers, which can be integrated into PCBs. This technique saves considerable space and capital when compared with more common torque-rod magnetorquer systems. Here we derive a method of analyzing different PCB-integrated magnetorquer geometries, parametrizing them such that the magnetic moment and efficiency are optimized. Furthermore, by modulating the trace width, the trace number, and other electrical characteristics of the magnetorquer coil, this paper optimizes the generated magnetic moment. Both constant voltage and constant current sources are analyzed as inputs. These optimizations are then simulated in COMSOL for multiple geometries, and it is found that there exists an optimal geometry, given a specified power dissipation. Simulations verify the general trend and maxima of these derivations, barring small, consistent re-scaling in the magnitude of the coil resistance. It is also found that these PCB-integrated magnetorquers provide a sufficient alternative to commercial coil magnetorquers - particularly in volume-restricted configurations. This study extends such analysis to larger CubeSat configurations, and finds that these larger implementations increase magnetorquer efficiency. Optimizations for common PCB-implementable geometries on small satellites are tabulated in the Appendix.

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