1996
DOI: 10.1007/bf01426624
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Amplification of electroweak left-right asymmetry in atoms by stimulated emission

Abstract: Abstract. This work describes quantitatively the amplification of the electroweak left-right asymmetry, a remarkable and attractive feature of the experiment in progress on the 6S1/2 -* 7S1/2 cesium transition using detection by stimulated emission on the 7S1/2 --> 6P3/2 transition. The process relies on the optical anisotropy of the atomic medium resulting from the 7St/2 alignment created by excitation with linearly polarized light. The crucial parameter (c~±-c~ll)/e N involves the amplification coefficients … Show more

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Cited by 10 publications
(12 citation statements)
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“…To estimate the SNR ratio for the polarimeter operating as a circular polarization analyzer we use the simplified model already employed to discuss asymmetry amplification in the E configuration [16]. It provides clear analytical results for dA LR /dθ and although we used it somewhat beyond its range of validity (rather large saturation levels, short probe pulse durations), we have found that its predictions reproduce our observations well, not only their general trend but even semi-quantitatively [18].…”
Section: A Estimated Gainmentioning
confidence: 86%
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“…To estimate the SNR ratio for the polarimeter operating as a circular polarization analyzer we use the simplified model already employed to discuss asymmetry amplification in the E configuration [16]. It provides clear analytical results for dA LR /dθ and although we used it somewhat beyond its range of validity (rather large saturation levels, short probe pulse durations), we have found that its predictions reproduce our observations well, not only their general trend but even semi-quantitatively [18].…”
Section: A Estimated Gainmentioning
confidence: 86%
“…At the quantum limit, the inverse of the noise equivalent angle N EQA per pulse, hence the measurement sensitivity, involves the square root of the number of probe photons per pulse reaching the detector, n in exp (A), times the asymmetry amplification factor [16], dA LR /dθ. This result [18] relies on two reasonable assumptions that we wish to make explicit here.…”
Section: Practical Limit To the Amplification With A Longitudinal mentioning
confidence: 99%
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“…− 1 Here the small ǫ quantity expresses the deviation of the exact result, calculated numerically [14], with respect to the simple one assuming an exponential-type amplification. In our experimental conditions [1], we obtain ǫ = 0.100, with a resulting uncertainty of 0.3% on E exp l .…”
Section: Calibration Aspects; Measurement Of the E L Fieldmentioning
confidence: 99%