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Covariant formulation of spin optics for electromagnetic waves
by
Dahal, Pravin Kumar
in
Approximation
/ Circular polarization
/ Condensed matter physics
/ Electromagnetic radiation
/ Electromagnetism
/ Engineering
/ Geometrical optics
/ Gravitational waves
/ Hall effect
/ Helicity
/ Lasers
/ Magnus effect
/ Optical Devices
/ Optics
/ Photonics
/ Physical Chemistry
/ Physics
/ Physics and Astronomy
/ Polarization (spin alignment)
/ Propagation
/ Quantum Optics
/ Relativity
/ Spacetime
2023
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Covariant formulation of spin optics for electromagnetic waves
by
Dahal, Pravin Kumar
in
Approximation
/ Circular polarization
/ Condensed matter physics
/ Electromagnetic radiation
/ Electromagnetism
/ Engineering
/ Geometrical optics
/ Gravitational waves
/ Hall effect
/ Helicity
/ Lasers
/ Magnus effect
/ Optical Devices
/ Optics
/ Photonics
/ Physical Chemistry
/ Physics
/ Physics and Astronomy
/ Polarization (spin alignment)
/ Propagation
/ Quantum Optics
/ Relativity
/ Spacetime
2023
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Covariant formulation of spin optics for electromagnetic waves
by
Dahal, Pravin Kumar
in
Approximation
/ Circular polarization
/ Condensed matter physics
/ Electromagnetic radiation
/ Electromagnetism
/ Engineering
/ Geometrical optics
/ Gravitational waves
/ Hall effect
/ Helicity
/ Lasers
/ Magnus effect
/ Optical Devices
/ Optics
/ Photonics
/ Physical Chemistry
/ Physics
/ Physics and Astronomy
/ Polarization (spin alignment)
/ Propagation
/ Quantum Optics
/ Relativity
/ Spacetime
2023
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Covariant formulation of spin optics for electromagnetic waves
Journal Article
Covariant formulation of spin optics for electromagnetic waves
2023
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Overview
We develop geometric optics expansion up to the subleading order for circularly polarized electromagnetic waves on curved spacetime. This subleading order geometric optics expansion, in which the conventional eikonal function is modified by inserting a carefully chosen helicity-dependent correction, is called spin optics. We derive the propagation and polarization equations in the spin optics approximation as electromagnetic waves travel in curved spacetime. Polarization-dependent deviation of the light ray trajectory from the geodesic, describing the gravitational spin Hall effect, is observed. We also establish an analogy with the related phenomena (optical Magnus effect) of condensed matter physics.
Publisher
Springer Berlin Heidelberg,Springer Nature B.V
Subject
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