J1. J4干涉测量方法的新改进及其在纳米振动测量中的应用

Fernando da Cruz Pereira, Jose Henrique Galeti, Ricardo Tokio Higuti, C. Kitano, E. C. Nelli Silva
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引用次数: 1

摘要

压电陶瓷,如PZT,可以产生亚纳米级的位移,但为了产生多微米级的位移,它们要么是由高电压(数百伏)驱动,要么是在机械谐振频率(窄带)下工作,要么是具有大尺寸(几十厘米)。压电挠张致动器(PFA)是一种体积小、电压低且能在纳米和微尺度上工作的器件。干涉测量技术非常适合用于表征这些器件,因为在测量过程中没有机械接触,并且具有高灵敏度、高带宽和高动态范围。基于对干涉信号的光谱分析,利用低成本的开环净差迈克尔逊干涉仪对PFAs的纳米振动进行了实验检测。通过使用著名的J1…提出了一种改进的J4相位解调方法,该方法具有直接、自洽、抗衰落、不存在相位模糊问题等特点。该方法具有与改进后的J1相似的分辨率。J4法(0.18 rad);但与前者不同的是,该方法的动态范围比前者大20%,不需要贝塞尔函数代数符号校正算法,当干涉仪臂间的静态相移等于π/2 rad的整数倍时不存在奇点。在分析该方法时考虑了电子噪声和环境扰动引起的随机相移。PFA纳米逆变器的表征是基于施加电压与位移之间的线性关系分析、位移频率响应和主共振频率的确定。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
New improved version of J1…J4 interferometry method and its application to nanometric vibration measurements
Piezoelectric ceramics, such as PZT, can generate subnanometric displacements, but in order to generate multi-micrometric displacements, they should be either driven by high electric voltages (hundreds of volts), or operate at a mechanical resonant frequency (in narrow band), or have large dimensions (tens of centimeters). A piezoelectric flextensional actuator (PFA) is a device with small dimensions that can be driven by reduced voltages and can operate in the nano- and micro scales. Interferometric techniques are very adequate for the characterization of these devices, because there is no mechanical contact in the measurement process, and it has high sensitivity, bandwidth and dynamic range. A low cost open-loop homodyne Michelson interferometer is utilized in this work to experimentally detect the nanovibrations of PFAs, based on the spectral analysis of the interferometric signal. By employing the well known J1...J4 phase demodulation method, a new and improved version is proposed, which presents the following characteristics: is direct, self-consistent, is immune to fading, and does not present phase ambiguity problems. The proposed method has resolution that is similar to the modified J1...J4 method (0.18 rad); however, differently from the former, its dynamic range is 20% larger, does not demand Bessel functions algebraic sign correction algorithms and there are no singularities when the static phase shift between the interferometer arms is equal to an integer multiple of π/2 rad. Electronic noise and random phase drifts due to ambient perturbations are taken into account in the analysis of the method. The PFA nanopositioner characterization was based on the analysis of linearity between the applied voltage and the resulting displacement, on the displacement frequency response and determination of main resonance frequencies.
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