Retroreflector Spherical Systems of the BLITS Glass Satellites

Q3 Mathematics
A. Sokolov, Y.I. Merenkova, G.I. Medvedeva, V. Murashkin
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引用次数: 0

Abstract

Spatial and energy characteristics of the BLITS glass geodesic passive satellites with radial symmetry for high-precision laser ranging in the interests of GLONASS were analyzed. Principles of calculating the retroreflector spherical system of satellites being a set of concentric layers with different refractive index and thickness were considered. In this case and in accordance with specifics of space application of the retroreflector spherical system of satellites, it is necessary to ensure the maximum reflected power in the receiver direction taking into account phenomenon of the light high-speed aberration. It is shown that on the basis of simulating in the Zemax program, it becomes possible to select optimal parameters of the optical elements, i.e., curvature radii and refractive indices taking into account the production technological capabilities, which are forming the required curvature of the reflected light wave surface. Based on the aberration calculation, diffraction patterns of the reflected coherent laser radiation in the far zone were analyzed, and design options for a retroreflector spherical system of satellites with increased maxima of the first or second orders were selected. A formula is provided for estimating spatial energy characteristics of the BLITS satellites including the equivalent scattering surface. The concept of the outflow beam efficient diameter is introduced, within which the reflected light forms a diffraction pattern in the far zone
BLITS玻璃卫星的后向反射球面系统
分析了用于GLONASS高精度激光测距的径向对称BLITS玻璃测地线无源卫星的空间和能量特性。考虑了卫星后向反射球系统是一组不同折射率和厚度的同心层的计算原理。在这种情况下,根据卫星后向反射球面系统空间应用的具体情况,考虑到光高速像差现象,需要保证接收方向上的最大反射功率。结果表明,在Zemax程序模拟的基础上,可以根据生产工艺能力选择最优的光学元件参数,即曲率半径和折射率,形成所需的反射光波表面曲率。在像差计算的基础上,分析了远区反射相干激光的衍射图,选择了一阶或二阶增大的卫星后向反射球面系统的设计方案。给出了包括等效散射面在内的BLITS卫星空间能量特性估算公式。引入了出射光束有效直径的概念,在有效直径范围内,反射光在远区形成衍射图样
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来源期刊
CiteScore
1.10
自引率
0.00%
发文量
40
期刊介绍: The journal is aimed at publishing most significant results of fundamental and applied studies and developments performed at research and industrial institutions in the following trends (ASJC code): 2600 Mathematics 2200 Engineering 3100 Physics and Astronomy 1600 Chemistry 1700 Computer Science.
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