Automatic experimental optimization of capture of interference patterns of a Double-Aperture Common-path interferometer to reduce negative effects of mechanical vibrations

A. Barcelata-Pinzon, P. Prieto-Cortés, R. I. Álvarez-Tamayo, R. Limón-Bonilla, G. Saldaña-González, M. Espinosa-Martínez, U. Rivera-Ortega, J.A. Moreno-Guzmán, C. Rangel-Romero

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Base Information

Volume

V56 - N3 / 2023 Ordinario

Reference

51137

DOI

http://dx.doi.org/10.7149/OPA.56.3.51137

Language

Spanish

Keywords

Mechanical vibrations, optimization, automatic system, interferometer

Abstract

This paper reports an experimental system implemented to a Double Aperture Common Path Interferometer (DACPI) which automatically captures interferograms at the moment in which the system presents a minimum of mechanical vibrations. This is determined by m x n matrix analysis of a region of interest of the interferogram in question seeking to capture more stable images which will have an impact on an improvement for their subsequent analysis when the system does not have an optimum mechanical isolation. Experimental and comparative results with a non-optimized system are presented.

References

R. Sabella, P. Iovanna, G. Bottari, F. Cavaliere, “Optical transport for Industry 4.0,” J OptCommunNetw12, 264–276 (2020)

J. D. Briers, “Laser speckle contrast imaging for measuring blood flow,” Opt Appl 37,139-152 (2007)

A. Sijan, “Development of military lasers for optical countermeasures in the mid-IR”,Proc. SPIE 7483 in Technologies forOpticalCountermeasures VI 7483, (2009)

S. L. Jacques, “Erratum: Optical properties of biological tissues: A review,” Phys Med Biol 58, 5007– 5008, (2013)

P. J. De Groot, L. L. Deck, “Numerical simulations of vibration in phase-shifting interferometry,” Appl Opt35, 2172-2178 (1996)

O. D. Cortázar, V. Feliu, “A simple and robust fiber optics system for measuring the lead-acid battery state-of-charge”, J Power Sources 159, 728–733 (2006)

A. Guesalaga, B. Neichel, M. Boccas, C. D'Orgeville, F. Rigaut, D. Guzman, J. Anguita “Improving stability, robustness, and performance of laser systems,” Proc. SPIE 8447 in Adaptive OpticsSystems III 8447 (2012)

F. Lilley, M. J. Lalor, D. R. Burton, “Robust fringe analysis system for human body shape measurement,” Opt Eng 39, 187-195 (2000)

V. Arrizón, D. Sánchez-de-la-Llave, “Common-path interferometry with one-dimensional periodic filters,” Opt Lett 29,141-143 (2004)

C. Meneses-Fabian, G. Rodriguez-Zurita, V. Arrizón, “Optical tomography of transparent objects with phase-shifting interferometry and stepwise-shifted Ronchi ruling,” J Opt Soc Am A 23, 298-305(2006)

C. Meneses-Fabian, G. Rodriguez-Zurita, J. F. Vazquez-Castillo, C. Robledo-Sanchez, V. Arrizón, “Common-path phase-shifting interferometer with binary grating,” OptCommun264,13–17 (2006)

A. Barcelata-Pinzon, C. Meneses-Fabian, L. Moreno-Alvarez, R. Pastrana-Sanchez, “Common-path speckle interferometer for phase objects studies,” OptCommun304, 153–157(2013)

K. Qian, F. Shu, X. Wu, “Determination of the best phase step of the Carré algorithm in phase shifting interferometry,” Meas Sci Technol 11, 1220–1223 (2000)

K. Creath, “Phase-shifting speckle interferometry,” Appl Opt24, 3053-3058 (1985)

R. Takahashi, K. Arai, T. Collaboration, “Improvement of the vibration isolation system for TAMA300,” Quantum Grav19, 1599-1604 (2002)

B. K. A. Ngoi, K. Venkatakrishnan, N. R. Sivakumar, “Phase-shifting interferometry immune to vibration,” Appl Opt, 40, 3211-3214 (2001)

C. L. Koliopoulos, “Simultaneous phase shift interferometer,” Proc. SPIE 1531 in AdvancedOpticalManufacturing and Testing II 1531, (1992)

L. Pettazzi, E. Fedrigo, R. Muradore, P. Haguenauer, L. Pallanca, "Improving the accuracy of interferometric measurements through adaptive vibration cancellation," 2015 IEEE Conference on Control Applications (CCA), 95-100 (2015)

X. F. Xu, L. Z. Cai, Y. R. Wang, X. F. Meng, W. J. Sun, H. Zhang, X. C. Cheng, G. Y. Dong, X. X. Shen “Simple direct extraction of unknown phase shift and wavefront reconstruction in generalized phase-shifting interferometry: algorithm and experiments,” Opt Lett 33, 776-778 (2008)

J. C. Gomez-Conde, C. Meneses-Fabian, “Real-time measurements of phase steps out-of-range (0,2π) by a dynamic self-calibrating generalized phase-shifting algorithm,” Opt Lasers Eng 140, 1-8 (2021)

J. C. Gomez-Conde, C. Meneses-Fabian, “Real-time phase step measurement using the volume enclosed by a surface algorithm in self-calibrating phase-shifting interferometry,” Meas153, 1-9 (2020)

C. Meneses-Fabian, “Self-calibrating generalized phase-shifting interferometry of three phase-steps based on geometric concept of volume enclosed by a surface,” J Opt18, 1-7 (2016)

A. Barcelata-Pinzon, R. I. Alvarez-Tamayo, P. Prieto-Cortés, “A Real-Time Automated System for Dual-Aperture Common-Path Interferometer Phase-Shifting,” Appl Sci 11, 1–10 (2021)

L. J. S. Murray R. Spiegel, Estadística, 4ta edición. México, McGraw Hill (2009)