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Algorithm development for online control of the ABL

机译:ABL在线控制的算法开发

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In optics, Zernike orthogonal polynomials are used as a basis set for the expansion of wavefront phases. Due to the atmospheric turbulence-induced stochastic nature of the underlying process involved, the spatial-temporal correlation functions of the Zernike polynomial phase expansion coefficients must be evaluated if adaptive optics is to be employed. In this paper, these correlation functions are developed using a layered atmospheric model and calculations for the first few low-order Zernike modes are performed. Using these correlation functions, an underlying linear dynamical system is identified. Within an acceptable error bound, the correlation functions of this system are representative of the calculated correlation functions. This syste, in turn, provides the basis for the employment of advanced control and estimation concepts in an adaptive optics system that is being developed for the ABL.
机译:在光学中,Zernike正交多项式用作用于扩展波前阶段的基础集。由于涉及的底层过程的大气湍流引起的随机性,如果要采用自适应光学器件,则必须评估Zernike多项式相膨胀系数的空间相关函数。在本文中,使用分层大气模型开发了这些相关函数,并进行了前几种低阶Zernike模式的计算。使用这些相关函数,识别了底线线性动力系统。在可接受的错误中,该系统的相关函数代表计算的相关函数。反过来,该系统又提供了在为ABL开发的自适应光学系统中使用先进控制和估计概念的基础。

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