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Spatial bandwidth of influence functions in adaptive optical systems

机译:自适应光学系统中影响函数的空间带宽

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Abstract: Design of a wavefront sensing system for an adaptive optical system requires knowledge of the spatial content of the aberrations to be sensed. Rules of thumb using quantities such as the number of actuators across the diameter of a deformable mirror are often used, but these may not work well for system with irregular actuator configurations or significant inter-actuator coupling. A novel approach using Fourier transform analysis of a matrix decomposition of the deformable mirror influence function matrix is presented. This approach allows the calculation of the spatial content of the aberrations corrected by a deformable mirror with an arbitrary actuator configuration and the design of a wavefront sensor to support that deformable mirror. !4
机译:摘要:自适应光学系统的波前传感系统的设计需要了解要传感的像差的空间内容。经常使用经验法则,例如在可变形反射镜的整个直径范围内使用数量的致动器,但是这些规则可能不适用于具有不规则致动器构造或显着的致动器间耦合的系统。提出了一种使用傅立叶变换分析可变形镜面影响函数矩阵的矩阵分解的新方法。该方法允许计算由具有任意致动器构造的可变形镜校正的像差的空间含量,并设计用于支持该可变形镜的波前传感器的设计。 !4

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