Spatial Vector-based Shape Adjustment Strategy for "FAST" Active Reflecting Surface

Authors

  • Yue Wang
  • Jiangtao Xu
  • Shenao Chen

DOI:

https://doi.org/10.54097/hset.v24i.3926

Keywords:

Abstract

In this paper, we study the shape adjustment strategy of the active reflecting surface of ''FAST'', which requires the determination of the ideal paraboloid and the adjustment of the active reflecting surface under the constraint of the reflecting panel adjustment so that the feed module can receive as many reflected signals as possible. This paper establishes the ideal paraboloid model, the coordinate change equation model and the reflective panel adjustment model. The algorithm mainly adopts the idea of variable step size. Finally, this paper analyzes and calculates the signal reception rate of the working paraboloid and the reference reflecting sphere according to the three different states of the reflecting panel.

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References

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Wang Zhiyuan. Research on Whole Network Control Strategy of FAST Based on Iterative Learning Theory [D]. Northeastern University, 2015.

LIU Xiqiang, LIANG Bo, WANG Li, et al. Vector method for Solving reflected ray Equation [J]. Advanced Mathematical Research, 2017, 020(006):42-43,50. (in Chinese)

ZHANG Yuqi, Zhu Hengjie. Classroom Record and Comment on the Definition of Parabola and Its Standard Equation [J]. Journal of Middle School Mathematics, 2002(8):13-15.

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Zhou Rongwei, Zhu Zhu Chun, Hu Jinwen, et al. Research on Surface Profile Detection Algorithm of FAST Cell Panel [J]. Astronomical Research and Technology, 2012, 9(1):14-20.

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Published

27-12-2022

How to Cite

Wang, Y., Xu, J., & Chen, S. (2022). Spatial Vector-based Shape Adjustment Strategy for "FAST" Active Reflecting Surface. Highlights in Science, Engineering and Technology, 24, 224-233. https://doi.org/10.54097/hset.v24i.3926