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Extended Jones matrix method II

Journal of the Optical Society of America A, 1993
We derive an extended Jones matrix method to treat the transmission of light through birefringent networks, where the incident angle of light and the optical axis of the birefringent media are arbitrary. As an example, we employ the method to analyze the leakage problem of a twisted nematic liquid-crystal display and to suggest its possible solutions ...
Claire Gu, Pochi Yeh
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Jones transfer matrix for polarization mode dispersion fibers

LEOS 2000. 2000 IEEE Annual Meeting Conference Proceedings. 13th Annual Meeting. IEEE Lasers and Electro-Optics Society 2000 Annual Meeting (Cat. No.00CH37080), 2002
With the advent of long distance high bit rate optical systems, polarization mode dispersion (PMD) has become an important source of limitation for the system performance. In a first order approximation, PMD, that is described by a differential group delay (DGD) between two orthogonal states of polarization (PSPs), causes an undesired output pulse ...
A. ORLANDINI, VINCETTI, Luca
openaire   +3 more sources

Study of Jones Matrix of The Birefringent Crystal

2009 Symposium on Photonics and Optoelectronics, 2009
Eigen optical wave vector being as basic vector, the general Jones Matrix of the birefringent crystal is derived according to the transmitting theory of light in the crystal. The Jones matrixesof the crystal with linear , circular and elliptical eigen optical wave are analyzed and discussed.
Gui-hua Zhang, Ya-min Wang
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Jones matrix for corner reflectors

Measurement Techniques, 1996
The Jones matrix for a corner reflector is obtained in explicit form. The structure of the reflector is equivalent to that of a system consisting of a linear phase element and a natural optical rotator.
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Extended Jones matrix method

Journal of the Optical Society of America, 1982
An extended Jones matrix method is derived for treating the transmission of off-axis light through birefringent networks. Neglecting multiple reflections, this matrix algebra includes the effect of Fresnel reflection and refraction at the crystal-plate surfaces.
openaire   +1 more source

Jones matrix physical parameters for media in inhomogeneous fields

Applied Optics, 2018
Inhomogeneous media are affected by a physical or an electromagnetic field, where the off-diagonal elements of the Jones matrix are complex numbers with both real and imaginary parts. Inhomogeneities of the electromagnetic field result in the eigenvalue coordinate system changing along the light path.
Zhizhong, Guo   +5 more
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Jones matrix for second-order polarization mode dispersion

Optics Letters, 2000
A Jones matrix is constructed for a fiber that exhibits first- and second-order polarization mode dispersion (PMD). It permits the modeling of pulse transmission for fibers whose PMD vectors have been measured or whose statistics have been determined by established PMD theory. The central portion of our model is a correction to the Bruyère model.
H, Kogelnik   +3 more
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Necessary and sufficient conditions for a Mueller matrix to be derivable from a Jones matrix

Journal of the Optical Society of America A, 1994
Necessary and sufficient conditions for an optical system characterized by a Mueller matrix to be characterized by a Mueller–Jones, and thence by a Jones, matrix are considered, and the issue of measurement error is examined. It is shown that a Mueller matrix can be expressed as a linear combination of at most four trace orthonormal Mueller–Jones ...
Donald G. M. Anderson, Richard Barakat
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Extended Jones matrix method for gyrotropic media

Optical Society of America Annual Meeting, 1992
Birefringent networks play an important role in many advanced optical systems, such as birefringent filters, polarizers, and liquid crystal displays. Most of the applications require a wide field of view and a range of optical axis orientations. In order to design and characterize these devices, the transmission properties of light in birefringent ...
Claire Gu, Pochi Yeh
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Statistics of the Jones matrix of fibers affected by polarization mode dispersion

Optics Letters, 2001
We carry out a statistical characterization of Jones matrix eigenvalues and eigenmodes to gain deeper insight into recently proposed fiber models based on Jones matrix spectral decomposition. A set of linear dynamic equations for the Pauli coordinates of the Jones matrix is established.
BONONI, Alberto, VANNUCCI, Armando
openaire   +4 more sources

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