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滤波相位在相位采样干涉测量中的作用。

Role of the filter phase in phase sampling interferometry.

作者信息

Quiroga Juan Antonio, Servín Manuel, Estrada Julio Cesar, Vargas Javier, Torre-Belizon Francisco Javier

机构信息

Optics Department, Universidad Complutense de Madrid, Facultad de CC Físicas, Ciudad Universitaria s/n Madrid 28040, Spain.

出版信息

Opt Express. 2011 Oct 10;19(21):19987-92. doi: 10.1364/OE.19.019987.

Abstract

Any linear phase sampling algorithm can be described as a linear filter characterized by its frequency response. In traditional phase sampling interferometry the phase of the frequency response has been ignored because the impulse responses can be made real selecting the correct sample offset. However least squares methods and recursive filters can have a complex frequency response. In this paper, we derive the quadrature equations for a general phase sampling algorithm and describe the role of the filter phase.

摘要

任何线性相位采样算法都可以描述为一个由其频率响应表征的线性滤波器。在传统的相位采样干涉测量法中,频率响应的相位一直被忽略,因为通过选择正确的采样偏移可以使脉冲响应为实数。然而,最小二乘法和递归滤波器可能具有复频率响应。在本文中,我们推导了一般相位采样算法的正交方程,并描述了滤波器相位的作用。

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