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Items: 1 to 20 of 76

1.

Phase demodulation from a single fringe pattern based on a correlation technique.

Robin E, Valle V.

Appl Opt. 2004 Aug 1;43(22):4355-61.

PMID:
15298408
2.

Phase demodulation method from a single fringe pattern based on correlation with a polynomial form.

Robin E, Valle V, Brémand F.

Appl Opt. 2005 Dec 1;44(34):7261-9.

PMID:
16353793
3.

Fringe pattern demodulation with a two-frame digital phase-locked loop algorithm.

Gdeisat MA, Burton DR, Lalor MJ.

Appl Opt. 2002 Sep 10;41(26):5471-8.

PMID:
12224769
4.

Windowed Fourier transform for fringe pattern analysis.

Kemao Q.

Appl Opt. 2004 May 1;43(13):2695-702.

PMID:
15130009
5.

Fast half-quadratic regularized phase tracking for nonnormalized fringe patterns.

Legarda-Saenz R, Rivera M.

J Opt Soc Am A Opt Image Sci Vis. 2006 Nov;23(11):2724-31.

PMID:
17047697
6.

Estimation of the orientation term of the general quadrature transform from a single n-dimensional fringe pattern.

Quiroga JA, Servin M, Marroquin JL, Crespo D.

J Opt Soc Am A Opt Image Sci Vis. 2005 Mar;22(3):439-44.

PMID:
15770981
7.

Frequency guided methods for demodulation of a single fringe pattern.

Wang H, Kemao Q.

Opt Express. 2009 Aug 17;17(17):15118-27.

PMID:
19687989
8.

Fringe pattern demodulation with a two-dimensional digital phase-locked loop algorithm.

Gdeisat MA, Burton DR, Lalor MJ.

Appl Opt. 2002 Sep 10;41(26):5479-87.

PMID:
12224770
9.

Phase unwrapping through demodulation by use of the regularized phase-tracking technique.

Servin M, Cuevas FJ, Malacara D, Marroquin JL, Rodriguez-Vera R.

Appl Opt. 1999 Apr 1;38(10):1934-41.

PMID:
18319748
10.

Phase recovery from a single fringe pattern using an orientational vector-field-regularized estimator.

Villa J, De la Rosa I, Miramontes G, Quiroga JA.

J Opt Soc Am A Opt Image Sci Vis. 2005 Dec;22(12):2766-73.

PMID:
16396038
11.

Phase extraction from a single fringe pattern based on guidance of an extreme map.

Quan C, Tay CJ, Yang F, He X.

Appl Opt. 2005 Aug 10;44(23):4814-21.

PMID:
16114517
12.

Spatial carrier fringe pattern demodulation by use of a two-dimensional continuous wavelet transform.

Gdeisat MA, Burton DR, Lalor MJ.

Appl Opt. 2006 Dec 1;45(34):8722-32.

PMID:
17119568
13.

Improvement of the regularized phase tracking technique for the processing of nonnormalized fringe patterns.

Legarda-Sáenz R, Osten W, Jüptner W.

Appl Opt. 2002 Sep 10;41(26):5519-26.

PMID:
12224775
14.

Windowed Fourier transform for fringe pattern analysis: addendum.

Kemao Q.

Appl Opt. 2004 Jun 10;43(17):3472-3.

PMID:
15219029
15.

Modulo 2pi fringe orientation angle estimation by phase unwrapping with a regularized phase tracking algorithm.

Quiroga JA, Servin M, Cuevas F.

J Opt Soc Am A Opt Image Sci Vis. 2002 Aug;19(8):1524-31.

PMID:
12152692
16.

Fast frequency-guided sequential demodulation of a single fringe pattern.

Kai L, Kemao Q.

Opt Lett. 2010 Nov 15;35(22):3718-20. doi: 10.1364/OL.35.003718.

PMID:
21081974
17.

Sequential demodulation of a single fringe pattern guided by local frequencies.

Kemao Q, Hock Soon S.

Opt Lett. 2007 Jan 15;32(2):127-9.

PMID:
17186039
18.

Path independent demodulation method for single image interferograms with closed fringes within the function space C(2).

Estrada JC, Servín M, Quiroga JA, Marroquín JL.

Opt Express. 2006 Oct 16;14(21):9687-98.

PMID:
19529359
19.

Windowed high-order ambiguity function method for fringe analysis.

Gorthi SS, Rastogi P.

Rev Sci Instrum. 2009 Jul;80(7):073109. doi: 10.1063/1.3186646.

PMID:
19655945
20.
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