Interferometric weak value of polarization observable and differential
Jones matrix algebra
- URL: http://arxiv.org/abs/2111.01642v2
- Date: Wed, 10 Nov 2021 14:30:49 GMT
- Title: Interferometric weak value of polarization observable and differential
Jones matrix algebra
- Authors: Niladri Modak, Sayantan Das, Priyanuj Bordoloi, Nirmalya Ghosh
- Abstract summary: We propose an extension of this interferometric framework to quantify simultaneously present polarization anisotropy effects.
Our proposal leads to a new class of polarimeter for experimental detection of differential Jones matrix of non-depolarizing anisotropic medium.
- Score: 1.0323063834827415
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: The quantification of simultaneously present weak polarization anisotropy
effects are of practical interest from polarimetric and metrological
perspective. Recently, in Phys. Rev. A 103, 053518, we experimentally
demonstrated a classical analog of post-selected quantum weak measurement
through optical interferometry to amplify all possible weak polarization
anisotropy effects individually. Here, we propose an extension of this
interferometric framework to quantify simultaneously present polarization
anisotropy effects. Moreover, a clear correspondence of differential Jones
matrix approach with the present scheme is indicated. The proposed scheme
enables the measurement of differential Jones matrices through characteristic
Stokes vector elements. Our proposal leads to a new class of polarimeter for
experimental detection of differential Jones matrix of non-depolarizing
anisotropic medium exhibiting simultaneous multiple polarimetric effects of
tiny magnitude.
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