Multi-channel laser interferometer based on automatic frequency stabilization system for improving coordinate measurement accuracy

Chengkai Pang , Qiongqiong Zhang , Hongqiao Zhang , Haiyan Huang , Zejiang Deng , Guang Wu

Optoelectronics Letters ›› 2022, Vol. 18 ›› Issue (10) : 588 -594.

PDF
Optoelectronics Letters ›› 2022, Vol. 18 ›› Issue (10) : 588 -594. DOI: 10.1007/s11801-022-2063-0
Article

Multi-channel laser interferometer based on automatic frequency stabilization system for improving coordinate measurement accuracy

Author information +
History +
PDF

Abstract

A multi-channel laser interferometer (MCLI) is proposed to improve the coordinate measurement accuracy. A 780 nm external cavity laser is locked on the D2 line of 87Rb atom by polarization spectroscopy, and a high frequency stabilized laser source is obtained with a linewidth of 385.8 kHz at root mean square (RMS). The interferometers share the stabilized source and individually install on 4 axes of a coordinate measuring system. As a result, the measurement uncertainty is reduced from 1.2 µm to 0.2 µm within the dynamic measurement range of 1.0 m. The MCLI is adept at integrate and flexible installation, which caters to various applications on precision measurement.

Cite this article

Download citation ▾
Chengkai Pang, Qiongqiong Zhang, Hongqiao Zhang, Haiyan Huang, Zejiang Deng, Guang Wu. Multi-channel laser interferometer based on automatic frequency stabilization system for improving coordinate measurement accuracy. Optoelectronics Letters, 2022, 18(10): 588-594 DOI:10.1007/s11801-022-2063-0

登录浏览全文

4963

注册一个新账户 忘记密码

References

[1]

HuangJ, WangZ, GaoJ, et al.. Overview on the profile measurement of turbine blade and its development[J]. Proceedings of the International Society for Optical Engineering, 2010, 7656: 76560L

[2]

KawalecA, MagdziakM. The selection of radius correction method in the case of coordinate measurements applicable for turbine blades[J]. Precision engineering, 2017, 49: 243-252

[3]

KangJ, WuB, SunZ, et al.. Calibration method of a laser beam based on discrete point interpolation for 3D precision measurement[J]. Optics express, 2020, 28(19):27588-27599

[4]

KangJ, WuB, XueT. Articulated laser sensor for three-dimensional precision measurement[J]. IEEE access, 2017, 7: 121255-121264

[5]

DongZ, SunX, ChenC, et al.. An on-machine precision measurement method for API threads[J]. Measurement science and technology, 2019, 30: 085006

[6]

LiM, ZhangX, ZhangJ, et al.. Long-range and high-precision fault measurement based on hybrid integrated chaotic laser[J]. IEEE photonics technology letters, 2019, 31(16):1389-1392

[7]

SongL, SunS, YangY, et al.. A multi-view stereo measurement system based on a laser scanner for fine workpieces[J]. Sensors, 2019, 19(2):381

[8]

MutilbaU, Gomez-AcedoE, KortaberriaG, et al.. Traceability of on-machine tool measurement: a review[J]. Sensors, 2017, 17(7): 1605

[9]

WangJ, ChenP, DengY, et al.. New algorithms for motion error detection of numerical control machine tool by laser tracking measurement on the basis of GPS principle[J]. Review of scientific instruments, 2018, 89: 015104

[10]

LiY, ZhaoY, WangZ, et al.. Precision measurement method of laser beams based on coordinate measuring machine[J]. IEEE access, 2019, 7: 112736-112741

[11]

WangZ, ZhangX, ShenY, et al.. Pose calibration of line structured light probe based on ball bar target in cylindrical coordinate measuring machines[J]. Measurement, 2021, 171: 108760

[12]

OstrowskaK, GąskaA, KupiecR, et al.. Comparison of accuracy of virtual articulated arm coordinate measuring machine based on different metrological models[J]. Measurement, 2018, 133: 262-270

[13]

LouS, BrownS, SunW, et al.. An investigation of the mechanical filtering effect of tactile CMM in the measurement of additively manufactured parts[J]. Measurement, 2019, 144: 173-182

[14]

ChenW, ChenS, ZhaiD. Coordinate stitching measurement of highly steep freeform surfaces[J]. Measurement science and technology, 2021, 32: 025009

[15]

ShenY, ZhangX, WangZ, et al.. A robust and efficient calibration method for spot laser probe on CMM[J]. Measurement, 2020, 154: 107523

[16]

BiC, FangJ, LiK, et al.. Extrinsic calibration of a laser displacement sensor in a non-contact coordinate measuring machine[J]. Chinese journal of aeronautics, 2017, 30(4):1528-1537

[17]

WeiC, YanS, LinC, et al.. Compact grating displacement measurement system with a 3×3 coupler[J]. Chinese optics letters, 2015, 13(5):051301

[18]

HsuC, ChenH, TsengH, et al.. High displacement resolution encoder by using triple grating combination interferometer[J]. Optics and laser technology, 2018, 105: 221-228

[19]

WangX, WangX, LuH, et al.. Laser diode interferometer used for measuring displacements in large range with a nanometer accuracy[J]. Optics and laser technology, 2001, 33(4):219-223

[20]

ZhangM, NiC, ZhuY, et al.. Sinusoidal phase-modulating laser diode interferometer for wide range displacement measurement[J]. Applied optics, 2017, 56(20):5685-5691

[21]

JooK, EllisJ, BuiceE, et al.. High resolution heterodyne interferometer without detectable periodic nonlinearity[J]. Optics express, 2010, 18(2):1159-1165

[22]

WangG, JangY, HyunS, et al.. Absolute positioning by multi-wavelength interferometry referenced to the frequency comb of a femtosecond laser[J]. Optics express, 2015, 23(7):9121-9129

[23]

BergS, PersijnS, KokG, et al.. Many-wavelength interferometry with thousands of lasers for absolute distance measurement[J]. Physical review letters, 2012, 108(18):183901

[24]

KazievaT, GubskiyK, KuznetsovA, et al.. 3D push-pull heterodyne interferometer for SPM metrology[J]. Applied optics, 2019, 58(15): 4000-4006

[25]

PearmanC, AdamsC, CoxS, et al.. Polarization spectroscopy of a closed atomic transition: applications to laser frequency locking[J]. Journal of physics B: atomic, molecular and optical physics, 2002, 35(24):5141-5151

[26]

YoshikawaY, UmekiT, MukaeT, et al.. Frequency stabilization of a laser diode with use of light-induced birefringence in an atomic vapor[J]. Applied optics, 2003, 42(33):6645-6649

[27]

ČípO, PetrůF, MatoušekV, et al.. Direct measurement of index of refraction of air by means of high-resolution laser interferometry[J]. Physica scripta, 2005, T118: 48-50

[28]

BirchK, DownsM. An updated Edlén equation for the refractive index of air[J]. Metrologia, 1993, 30(3):155-162

AI Summary AI Mindmap
PDF

154

Accesses

0

Citation

Detail

Sections
Recommended

AI思维导图

/