Titlebook: Quantum-Limit Spectroscopy; Zbigniew Ficek,Ryszard Tana? Book 2017 Springer Science+Business Media LLC 2017 quantum-limit spectroscopy.qua

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書目名稱Quantum-Limit Spectroscopy影響因子(影響力)




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Quantum Spectroscopy with Squeezed Light,it is essential to use quantum theory in the description of squeezed states, they cannot be understood using semiclassical techniques that assume a classical electromagnetic field interacting with quantized atoms or detectors.

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Engineering Collective and Squeezed Field Interactions,f the atomic single-excitation levels. However, it is not easy in practice to bring trapped atoms into very small distances and keep the interacting atoms at fixed positions. The current experimental schemes can trap atoms at distances much larger than their resonant wavelengths.

補(bǔ)角

0342-4111 troscopy, which lies at the frontier of current experimental.This book covers the main ideas, methods, and recent developments of quantum-limit optical spectroscopy and applications to quantum information, resolution spectroscopy, measurements beyond quantum limits, measurement of decoherence, and e

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Quantum Fluctuations and Their Measurements,ns. Even in a highly stabilized laser, the phase and amplitude of the resulting coherent electromagnetic field exhibit temporal fluctuations. There are several reasons why the radiation field fluctuates. Much of these irregularities arise from random and uncontrolled changes that occur in any radiat

專橫

Spectra of Radiating Systems,by an ensemble of atoms. More useful is the power spectrum, which is attributed to fluctuations of the field amplitudes and gives variations in the field intensity as a function of frequency. As demonstrated in the previous chapter, the calculation of the power spectrum requires the knowledge of the

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Quantum Spectroscopy with Squeezed Light,ng the standard heterodyne or homodyne detection schemes. Squeezed states are an example of quantum (nonclassical) states of the EM field with fluctuations in one of the quadrature component of the field reduced below the standard quantum limit. For a squeezed state the Glauber–Sudarshan . represent