Mueller matrix

E620787

The Mueller matrix is a 4×4 matrix that characterizes how an optical system transforms the polarization state of light, represented by Stokes parameters.

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Statements (47)

Predicate Object
instanceOf 4×4 matrix
mathematical object
optical system descriptor
polarization matrix
actsOn Stokes vector
advantage can handle depolarization
can handle partially polarized light
associatedWith Mueller calculus
Stokes–Mueller formalism NERFINISHED
belongsTo classical polarization theory
canDescribe depolarizing optical systems
nondepolarizing optical systems
optical components
polarizers
retarders
scattering media
characterizes how an optical system transforms the polarization state of light
polarization properties of an optical system
contrastsWith Jones calculus NERFINISHED
elementConstraint must preserve physical realizability of Stokes vectors
firstRowRepresents intensity transformation
hasApplication atmospheric optics
material science
optical metrology
radar polarimetry
hasDimension 4×4
hasElementType real number
inputRepresentation Stokes parameters
mapsFrom incident Stokes vector
mapsTo emergent Stokes vector
namedAfter Hans Mueller NERFINISHED
outputRepresentation Stokes parameters
relatedTo Jones matrix NERFINISHED
representsTransformationOf Stokes parameters
requires Stokes formalism NERFINISHED
submatrixRepresents coupling between polarization components
usedFor characterization of biological tissues
characterization of optical materials
characterization of surface roughness
design of polarization optical systems
polarimetric imaging
polarimetric measurements
usedIn biomedical optics
ellipsometry
optical engineering
polarization optics
remote sensing

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Stokes parameters relatedTo Mueller matrix