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Squeezed states of light

In quantum physics, light is in a squeezed state if its electric field strength Ԑ for some phases ϑ {\displaystyle \vartheta } has a quantum uncertainty smaller than that of a coherent state. The term squeezing thus refers to a reduced quantum uncertainty. To obey Heisenberg's uncertainty relation, a squeezed state must also have phases at which the…

Measurement, Applications & Art

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Applications

15 related topics

Physical meaning of measurement quantity and measurement object

9 related topics

Quantitative description of (squeezed) uncertainty

8 related topics

Representation of squeezed states by quasi-probability densities

6 related topics

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Overview

Quantum physical background

Quantitative description of (squeezed) uncertainty

Representation of squeezed states by quasi-probability densities

Physical meaning of measurement quantity and measurement object

Frequency-dependent squeezing

Applications

Generation

Detection

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Squeezed states of light

Nodes71
Edges70
Triples53
Avg. degree1.97
Density0.028169
Components1

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Squeezed states of light

Top relations

related to Detection · 18
Squeezed states of light → Any, BHD, BHDs, Changing, Delta, Fig, Further, However, In, It, Its, LO, One, Signal, Squeezed, The, The LO, This
measured by · 14
Squeezed states of light → Furthermore, GW, High, If, Independent, Laser, Michelson, Mirror, Squeezed, The, There, These, They, This
related to Radiometry and calibration of quantum efficiencies · 11
Squeezed states of light → Conventional, Delta, Here, If, In, Optical, PIN, Squeezed, The, When, Without
related to Entanglement-based quantum key distribution · 9
Squeezed states of light → Delta, Einstein-Podolsky-Rosen-entangled, EPR, Fig, If, QKD, Quadrature, Squeezed, Superimposing

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Important terminology

light squeezed displaystyle field quantum uncertainty states electric state also measurement optical beam fig delta phase quadrature modulation resonator one

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
those in Figinstance ofRepresentation of squeezed states by quasi-probability densitiesQuantum states0.80text
Squeezed states of lightmeasured bySqueezed0.60section
Squeezed states of lightmeasured byThere0.60section
Squeezed states of lightmeasured byLaser0.60section
Squeezed states of lightmeasured byIf0.60section
Squeezed states of lightmeasured byThis0.60section
Squeezed states of lightmeasured byIndependent0.60section
Squeezed states of lightmeasured byThe0.60section
Squeezed states of lightmeasured byMichelson0.60section
Squeezed states of lightmeasured byHigh0.60section
Squeezed states of lightmeasured byMirror0.60section
Squeezed states of lightmeasured byFurthermore0.60section

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