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Springer proceedings in physics

Fundamental Nonlinear Limits and Generation of Quantum Light States

Richard E. Slusher, S. L. McCall, A. Mysyrowicz, Stefan Schmitt-Rink, K. Tai

Published Jan 1, 1989• 3 citations
Publisher
DOI
10.1007/978-3-642-93426-1_3

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We report the generation of sub-Poissonian pulses of light by means of traveling-wave second-harmonic generation (SHG) in a type II phase-matched nonlinear crystal. On direct detection, the quantum noise on the output light, which is polarized orthogonally to the input fundamental field, is measured to be below the shotnoise limit by as much as 0.3 +/- 0.2 dB (6 +/- 4%). We show that the input fundamental-power dependence of the measured Fano factor, direct-detection noise as a fraction of the shot-noise limit, is in qualitative agreement with the quantum theory of SHG.
Abstract Quantum squeezed states of light characterized by a reduced quantum uncertainty with respect to one of the quadrature variables smaller than the uncertainty of the vacuum state (the standard quantum limit) play an important role in the current fundamental and applied research. The main information concerning the proprieties and manifestations of the squeezed states are presented. A concise review of the methods for obtaining and detecting the quantum squeezed light is performed; at that, a special attention is payed to fiber-optical schemas. The Kerr mechanism of squeezed state generation that is realized in various variants of fiber-optic systems is considered in detail. An experimental scheme of generation of polarization-squeezed states based on a nonlinear polarization-maintaining fiber is presented. Different factors that limit squeezing are considered.