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Light squeezing enhancement by coupling nonlinear optical cavities. [PDF]
Jabri H, Eleuch H.
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Properties of squeezed number states and squeezed thermal states
Physical Review A, 1989Much attention has been given in the past to two classes of squeezed states: the squeezed vacuum and coherent states. Here we study the effects of squeezing on number states and on thermal field states. The statistical properties of these various squeezed states are discussed using the second-order correlation functions.
, Kim, , de Oliveira FA, , Knight
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Coherence Properties of Squeezed Photon States
Letters in Mathematical Physics, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Honegger, Reinhard, Rieckers, Alfred
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Statistical properties of squeezed Kerr states
Physical Review A, 1994We study the statistical properties of squeezed Kerr states generated by squeezing, with a two-photon parametric process, the output of a Kerr medium whose input is coherent light. The squeezing has the effect of allowing the photon statistics to depend on the Kerr nonlinearity.
, Gerry, , Grobe
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Properties of Squeezed Superposition States
Journal of Modern Optics, 1993Abstract We study the properties of quantum states of the electromagnetic field obtained from the application of the squeeze operator to superpositions of the ordinary coherent states ¦α> and ¦−α>.
Edwin E. Hach III, Christopher C. Gerry
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Phase properties of squeezed states
Journal of the Optical Society of America B, 1989Exact phase calculations for general squeezed states are presented. Results are given for different phase definitions, using number-state expansions. It is shown that the calculations based on the measured-phase-operator formalism leads to contrasting behavior compared with those based on the Susskind–Glogower, Lerner–Lynch, and Hermitian-phase ...
N. Grønbech-Jensen +2 more
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Higher-order squeezing properties of two-mode squeezed states
Optical Society of America Annual Meeting, 1990We have investigated the properties of two-mode squeezed states of various kinds: squeezed coherent states, squeezed number states, squeezed thermal states, and squeezed number-thermal states. The properties studied include characteristic functions, photon number distributions, and high-order moments.
J. J. Gong, P. K. Aravind
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Coherence properties of squeezed light and the degree of squeezing
Journal of the Optical Society of America B, 1987Certain two-time correlation functions of squeezed optical fields and their Fourier conjugates are investigated. These functions are related to the autocorrelation function and the spectral density of the photoelectric current that appears in measurements made of the squeezed light by a homodyne technique.
Z. Y. Ou, C. K. Hong, L. Mandel
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1989
Let u i ,(t) = S(t)u i o , i = 1, 2, be two solutions of (2.1). Then their difference w = u1(t) − u2(t) satisfies the equation $$ \frac{d}{w} + \rlap{--}{\lambda}\left( t \right)w = 0 ,$$ (4.1) $$w\left( 0 \right) = {w_0} = u_1^0 - u_2^0,$$ (4.2) where $$ \begin{gathered} \rlap{--}{\lambda}\left( t \right)g = Ag + Cg + B\left ...
P. Constantin +3 more
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Let u i ,(t) = S(t)u i o , i = 1, 2, be two solutions of (2.1). Then their difference w = u1(t) − u2(t) satisfies the equation $$ \frac{d}{w} + \rlap{--}{\lambda}\left( t \right)w = 0 ,$$ (4.1) $$w\left( 0 \right) = {w_0} = u_1^0 - u_2^0,$$ (4.2) where $$ \begin{gathered} \rlap{--}{\lambda}\left( t \right)g = Ag + Cg + B\left ...
P. Constantin +3 more
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Squeeze Cast Automotive Applications and Squeeze Cast Aluminum Alloy Properties
SAE Technical Paper Series, 1999<div class="htmlview paragraph">The emergence of squeeze casting process for aluminum alloys has given material and design engineers a new alternative to conventional casting techniques: gravity permanent mold (GPM) and conventional (high velocity, high pressure) die casting.
Steven A. Corbit, Rathindra DasGupta
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