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NOVEL FEATURES IN PHOTON STATISTICS FROM A SINGLE-MODE LASER

NOVEL FEATURES IN PHOTON STATISTICS FROM A SINGLE-MODE LASER
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摘要 Using the quantum electrodynamical theory the photon statistics has been established for a single-mode laser. A general master equation is advanced and, on the basis of the steadystate photon-number distribution, the variation of the Mandel factor with the relative pumping parameter is calculated. Our results show thai photon statistics for a single-mode laser have a novel feature, i.e. the photon-number distribution alternates, in general, between superPoisson distribution and sub-Poisson distribution, and approaches the usual Poisson distribution when the pumping parameter tends to infinite. The dependence of photon statistics on detuning, coupling coefficient, absorption coefficient, thermal mean photon-number and coupling time is discussed. Using the quantum electrodynamical theory the photon statistics has been established for a single-mode laser. A general master equation is advanced and, on the basis of the steadystate photon-number distribution, the variation of the Mandel factor with the relative pumping parameter is calculated. Our results show thai photon statistics for a single-mode laser have a novel feature, i.e. the photon-number distribution alternates, in general, between superPoisson distribution and sub-Poisson distribution, and approaches the usual Poisson distribution when the pumping parameter tends to infinite. The dependence of photon statistics on detuning, coupling coefficient, absorption coefficient, thermal mean photon-number and coupling time is discussed.
作者 顾樵
机构地区 Department of Physics
出处 《Science China Mathematics》 SCIE 1990年第12期1460-1468,共9页 中国科学:数学(英文版)
关键词 SINGLE-MODE laser MASTER EQUATION sub-Poisson PHOTON statistics. single-mode laser, master equation, sub-Poisson photon statistics.
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