Literature DB >> 33223583

Scattering mechanism for quadratic evolution of depolarization.

Thomas A Germer1.   

Abstract

It was recently demonstrated theoretically, when the polarimetric properties of a material depend only upon the direction transverse to that of propagation (long coherence length regime), depolarization in transmission evolves quadratically with material thickness. This behavior was observed in several experimental studies. However, some of these studies unlikely satisfy the long coherence length condition under which the theory applies. Here, we demonstrate that abandoning a unidirectional approach to the propagation of light through a medium, i.e., introducing scatter, causes quadratic depolarization to occur in the short coherence length regime.

Entities:  

Year:  2020        PMID: 33223583      PMCID: PMC7676488     

Source DB:  PubMed          Journal:  Opt Lett        ISSN: 0146-9592            Impact factor:   3.776


  9 in total

1.  Mueller matrix differential decomposition for direction reversal: application to samples measured in reflection and backscattering.

Authors:  Noé Ortega-Quijano; José Luis Arce-Diego
Journal:  Opt Express       Date:  2011-07-18       Impact factor: 3.894

2.  Differential Mueller matrix of a depolarizing homogeneous medium and its relation to the Mueller matrix logarithm.

Authors:  Razvigor Ossikovski; Antonello De Martino
Journal:  J Opt Soc Am A Opt Image Sci Vis       Date:  2015-02-01       Impact factor: 2.129

3.  Depolarizing differential Mueller matrix of homogeneous media under Gaussian fluctuation hypothesis.

Authors:  Vincent Devlaminck
Journal:  J Opt Soc Am A Opt Image Sci Vis       Date:  2015-10-01       Impact factor: 2.129

4.  Spatial evolution of depolarization in homogeneous turbid media within the differential Mueller matrix formalism.

Authors:  Naman Agarwal; Jiho Yoon; Enric Garcia-Caurel; Tatiana Novikova; Jean-Charles Vanel; Angelo Pierangelo; Alexander Bykov; Alexey Popov; Igor Meglinski; Razvigor Ossikovski
Journal:  Opt Lett       Date:  2015-12-01       Impact factor: 3.776

5.  Differential matrix formalism for depolarizing anisotropic media.

Authors:  Razvigor Ossikovski
Journal:  Opt Lett       Date:  2011-06-15       Impact factor: 3.776

6.  Mueller matrix differential decomposition.

Authors:  Noé Ortega-Quijano; José Luis Arce-Diego
Journal:  Opt Lett       Date:  2011-05-15       Impact factor: 3.776

7.  Stochastic model for the differential Mueller matrix of stationary and nonstationary turbid media.

Authors:  J M Charbois; V Devlaminck
Journal:  J Opt Soc Am A Opt Image Sci Vis       Date:  2016-12-01       Impact factor: 2.129

8.  Statistical meaning of the differential Mueller matrix of depolarizing homogeneous media.

Authors:  Razvigor Ossikovski; Oriol Arteaga
Journal:  Opt Lett       Date:  2014-08-01       Impact factor: 3.776

9.  On the depolarization in granular thin films: a Mueller-matrix approach.

Authors:  Bruno Gompf; Maximilian Gill; Martin Dressel; Audrey Berrier
Journal:  J Opt Soc Am A Opt Image Sci Vis       Date:  2018-02-01       Impact factor: 2.129

  9 in total

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