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20162019
most citedProfilometry with digital fringe-projection at the spatial and temporal Nyquist frequencies

18 citations · 18 across the 4 of their papers we have counts for

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5 papers · 1 filter

eess.SP2019

High-precision temporal interferometry from nonlinearly-spaced phase-shifted interferograms through spatial-filtering

Manuel Servin, Moises Padilla, Guillermo Garnica +1

We present a high-precision temporal-spatial phase-demodulation algorithm for phase-shifting interferometry (PSI) affected by random/systematic phase-stepping errors. Laser interfe…

eess.SP2019

Fourier spectra for nonuniform phase-shifting algorithms based on principal component analysis

Manuel Servin, Moises Padilla, Guillermo Garnica +1

We develop an error-free, nonuniform phase-stepping algorithm (nPSA) based on principal component analysis (PCA). PCA-based algorithms typically give phase-demodulation errors when…

eess.SP2018

Design of non-uniformly spaced phase-stepped algorithms using their frequency transfer function

Manuel Servin, Moises Padilla, Guillermo Garnica +1

Here we show how to design phase-shifting algorithms (PSAs) for nonuniform phase-shifted fringe patterns using their frequency transfer function (FTF). Assuming that the nonuniform…

eess.SP2018

Phase-stepping algorithms for synchronous demodulation of nonlinear phase-shifted fringes

Manuel Servin, Moises Padilla, Ivan Choque +1

Standard phase-stepping algorithms (PSAs) estimate the measuring phase of linear carrier temporal-fringes with respect to a linear-reference. Linear-carrier fringes are normally ob…

eess.SP2017

Shannon information storage in noisy phase-modulated fringes and fringe-data compression by phase-shifting algorithms

Manuel Servin, Moises Padilla

Optical phase-modulated fringe-patterns are usually digitized with XxY pixels and 8 bits/pixel (or higher) gray-levels. The digitized 8 bits/pixel are raw-data bits, not Shannon in…