[1] Y Liu, K Fan, C Chu, et al. Development of an optical accelerometer for low-frequency vibration using the voice coil on a DVD pickup head. Measurement Science and Technology, 19, 084012(2008).
[2] W He, X Zhang, C Wang, et al. A long-stroke horizontal electromagnetic vibrator for ultralow-frequency vibration calibration. Measurement Science and Technology, 25, 085901(2014).
[3] D Musinski. Displacement-measuring interferometers provide precise metrology. Laser Focus World, 39, 80-83(2003).
[4] European Association of National Metrology Institutes. Publishable JRP summary f T3 J1.4 NANOTRACE. New traceability routes f nanometrology[R]. Braunschweig, Germany: EURAMET, 2009.
[5] P Gregorčič, T Požar, J Možina. Quadrature phase-shift error analysis using a homodyne laser interferometer. Optics Express, 17, 16322-16331(2009).
[6] Gregcic P, Požar T, Mozina J. Phaseshift err in quadraturedetectionbased interferometers[C] Proceedings of SPIE, 2010, 7726: 77260X.
[7] S Eang, S Yoon, J Park, et al. Scanning balanced-path homodyne I/Q-interferometer scheme and its applications. Optics Letters, 40, 2457-2460(2015).
[8] P Hu, J Zhu, X Zhai, et al. DC-offset-free homodyne interferometer and its nonlinearity compensation. Optics Express, 23, 8399-8408(2015).
[9] J Cui, Z He, J Tan. Proposal and analysis of three closed double magnetic circuits to obtain a very long stroke for electrodynamic force generators. Sensors and Actuators A: Physical, 263, 122-130(2017).
[10] T Pozar, P Gregorcic, J Mozina. Optimization of displacement-measuring quadrature interferometers considering the real properties of optical components. Applied Optics, 50, 1210-1219(2011).
[11] J Ahn, J A Kim, C S Kang, et al. A passive method to compensate nonlinearity in a homodyne interferometer. Optics Express, 17, 23299-23308(2009).
[12] Mei Yu, Aidong Liu, Mingde Ma, et al. Magnitude and phase measurement technology for ultra-low frequency vibration using laser interferometry. Journal of Vibration and Shock, 30, 130-134(2011).
[13] He Zhangqiang. Technologies of low frequency primary vibration calibration based on twoends excitation rectangular closed double magic circuit[D]. Harbin: Harbin Institute of Technology, 2018. (in Chinese)
[14] H Qi, R Hong, K Yi, et al. Nonpolarizing and polarizing filter design. Applied Optics, 44, 2343-2348(2005).
[15] J Shi, Z Wang, C Guan. Theoretical analysis of non-polarizing beam splitters with appropriate amplitude and phase. Optics & Laser Technology, 41, 351-355(2009).
[16] T E Zander, V Madyastha, A Patil, et al. Phase-step estimation in interferometry via an unscented Kalman filter. Optics Letters, 34, 1396-398(2009).
[17] L Tao, Z Liu, W Zhang, et al. Frequency-scanning interferometry for dynamic absolute distance measurement using Kalman filter. Optics Letters, 39, 6997-7000(2014).
[18] R Kulkarni, P Rastogi. Phase derivative estimation from a single interferogram using a Kalman smoothing algorithm. Optics Letters, 40, 3794-3797(2015).
[19] X Xie, Q Zeng. Efficient and robust phase unwrapping algorithm based on unscented Kalman filter, the strategy of quantizing paths-guided map, and pixel classification strategy. Applied Optics, 54, 9294-9307(2015).
[20] ISO 16063412011. Methods f the calibration of vibration shock Transducerspart 41: Calibration of laser vibrometers[S]. Geneva: ISO, 2011.