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1990
DOI: 10.1070/qe1990v020n03abeh005629
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Spectra of resonance lines of H-like ions in an optically dense plasma

Abstract: We propose a quantum nondemolition measurement of the photon-number distribution for a two-mode cavity field. In the scheme two sequences of two-level atoms interact dispersively with the respective cavity modes and resonantly with two classical fields, and then are detected continually. The Geld finally reduces to a two-mode Fock state. The probability of collapsing to a given Fock state is determined by the initial photon-number distribution. The scheme can be easily generalized to a field with N modes.

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Cited by 3 publications
(7 citation statements)
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“…If the charge state distribution of ions is known, the losses due to bremsstrahlung can be determined as [45,47,48]:…”
Section: The Collisional Radiative Modelmentioning
confidence: 99%
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“…If the charge state distribution of ions is known, the losses due to bremsstrahlung can be determined as [45,47,48]:…”
Section: The Collisional Radiative Modelmentioning
confidence: 99%
“…i is the density of ions of the kth degree of ionization. The losses due to recombination radiation can be estimated as [45,47,49]:…”
Section: The Collisional Radiative Modelmentioning
confidence: 99%
“…where n e , n z are the electron concentration and the total concentration of ions with charge z (the index z = 0 corresponds to a neutral atom); Z max is the maximal ion charge accounted for in the model (for Al Z max = 14), h, m, and e are Planck's constant, the mass and the charge of the electron, respectively. The charge composition of the plasma for a given density and temperature is found from the condition for collision-radiation equilibrium (CRE) [25,48,49]. The collisional processes include electronic excitation, de-excitation and ionization, three-particle and dielectron recombination, the radiative processes include spontaneous radiative transitions between the levels and photorecombination.…”
Section: Plasma Absorption Coefficientmentioning
confidence: 99%
“…The probability of photoionization is determined by the integral over all frequencies exceeding the electron binding energy 0 ω [34]:…”
Section: Photoionization Processmentioning
confidence: 99%
“…Therefore, in balancing of the process, accounting for absorption leads to substitution of the probability of spontaneous transition ij W by the value Θ ij W , where Θ is the escape factor. In spherical geometry domains, the escape factor is defined as [34]: . That is why the escape factor values are usually situated in the interval 1 0 < Θ < .…”
Section: Escape Probability Approximationmentioning
confidence: 99%