For a crystal with both diagonal disorder (inhomogeneous broadening) and substitutional disorder we have calculated the contribution to the photon echo decay due to purely electronic intersite interactions. We have considered the two important limiting cases of macroscopic and microscopic inhomogeneous broadening. In the case of macroscopic broadening we find that the optical dephasing rate constant 1/T2sim;fthinsp;J, where thinsp;fis the fractional concentration of impurities andJis the nearesthyphen;neighbor intersite interaction in frequency units. This result is valid for thinsp;fLt;1. In the opposite limit of microscopic inhomogeneous broadening, we find that 1/T2sim;fthinsp;J2/dgr;macr;, where dgr;macr; is the width in frequency units of the inhomogeneous distribution. This result is valid for arbitrary thinsp;f, including thinsp;f=1, and forJLt;dgr;macr;. In the case that thinsp;fLt;1 andJLt;dgr;macr;, 1/T2is much smaller for microscopic broadening than for macroscopic broadening. We discuss our results in relation to several experiments on mixed molecular crystals and to an experiment on the stoichiometric material EuP5O14.
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