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Journal of Luminescence

Multiphonon-assisted anti-Stokes and Stokes fluorescence of triply ionized rare-earth ions

Francois E. Auzel

Published Mar 1, 1976• 14 citations
Publisher
DOI
10.1016/0022-2313(76)90166-6

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Multiphonon-assisted anti-Stokes and Stokes fluorescence of triply ionized rare-earth ions

Francois E. Auzel

Experimental demonstration of multiphonon-assisted anti-Stokes and Stokes excitation of rare-earth ions (${R}^{3+}$) in different hosts, that is, in a weak-coupling ion-lattice interaction case, is obtained. An exponential behavior of excitation probabilities with respect to energy difference between excitation and electronic line is found, just as for multiphonon-assisted nonradiative decay and energy transfer. Exponential parameters ${\ensuremath{\alpha}}_{\mathrm{AS}}$ and ${\ensuremath{\alpha}}_{\mathrm{S}}$ for anti-Stokes and Stokes excitation are measured and linked to the Miyakawa-Dexter $\ensuremath{\alpha}$ parameter for decay, leading to estimates for Pekar-Huang-Rhys coupling parameter ${S}_{0}$ of about 0.04, in agreement with values obtained from one-phonon spectra or nonradiative-decay measurements. A semiempirical formula is deduced to obtain $\ensuremath{\alpha}$ from only one parameter, an effective phonon energy.

Physical review. B, Solid state•Apr 1, 1976•245 citations
Experimental demonstration of multiphonon-assisted anti-Stokes and Stokes excitation of rare-earth ions (R3+{R}^{3+}R3+) in different hosts, that is, in a weak-coupling ion-lattice interaction case, is obtained. An exponential behavior of excitation probabilities with respect to energy difference between excitation and electronic line is found, just as for multiphonon-assisted nonradiative decay and energy transfer. Exponential parameters ${\ensuremath{\alpha}}_{\mathrm{AS}}$ and ${\ensuremath{\alpha}}_{\mathrm{S}}$ for anti-Stokes and Stokes excitation are measured and linked to the Miyakawa-Dexter $\ensuremath{\alpha}$ parameter for decay, leading to estimates for Pekar-Huang-Rhys coupling parameter S0{S}_{0}S0​ of about 0.04, in agreement with values obtained from one-phonon spectra or nonradiative-decay measurements. A semiempirical formula is deduced to obtain $\ensuremath{\alpha}$ from only one parameter, an effective phonon energy.