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Concept and realization of measuring spatial structure of atmospheric optical turbulence by the fiber optical turbulence sensor array

机译:纤维光学湍流传感器阵列测量大气光学湍流空间结构的概念与实现

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摘要

In this article, a high quality fiber optical turbulence sensing array contains several sensors is proposed to obtain time series of air refractive index fluctuations. A fixed sensor is supposed to be set as the origin and others to be arranged in Cartesian coordinates respectively. Under the spatial configurations above, two-point correlation algorithm is used to give two order structure parameters and multipoint correlation algorithm for more structure information about scalar turbulence. For each direction, two-point spatial correlation coefficients varying with distance are provided. Meanwhile spatial power spectrum and outer-scales according to the data are introduced. Multipoint correlations can give more structure information such as the interactions between scales and the spatial structure of relevant fluctuations. In the one-dimension circumstance for instance the x-axis, spatial correlation coefficient tends to take oscillation. After a short-time averaging, it tends to decrease with the increase of spatial displacement, and then tends to zero after outer scale. Further study show that within the limit of outer scale, diurnal variation of the spatial correlation coefficient and intensity reveal a higher similarity, the relevancy is about 60% and keeps stable; once the distance goes across the outer scale, they are uncorrelated. In short, utilizing the fiber optical turbulence sensing array is a new method for measuring spatial correlation of optical turbulence. It can overcome some problems from single-point measurement, especially when using Taylor's frozen-turbulence hypothesis. Some structural information of optical turbulence not only makes the theory of scalar field more abundant, but also in favor of some problems about optical propagation.
机译:在本文中,提出了一种高质量的纤维光学湍流传感阵列,以获得几个传感器以获得空气折射率波动的时间序列。应该将固定传感器设置为分别以笛卡尔坐标排列的原点和其他传感器。在上述空间配置下,两点相关算法用于给出两个阶结构参数和多点相关算法,以了解标量湍流的更多结构信息。对于每个方向,提供了与距离变化的两点空间相关系数。同时引入了根据数据的空间功率谱和外缩放。多点相关可以提供更多结构信息,例如比例与相关波动的空​​间结构之间的相互作用。在例如X轴的一维环境中,空间相关系数趋于取振荡。在短时间次平均后,随着空间位移的增加趋于降低,然后外刻度后趋于为零。进一步的研究表明,在外层的极限内,空间相关系数和强度的昼夜变化显示出更高的相似性,相关性约为60%并保持稳定;一旦距离跨越外尺度,它们就是不相关的。简而言之,利用光纤湍流感测阵列是一种用于测量光学湍流的空间相关的新方法。它可以克服单点测量的一些问题,特别是在使用泰勒的冻干湍流假设时。光学湍流的一些结构信息不仅使标量域的理论更加丰富,而且还支持一些关于光学传播的问题。

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