The temperature and frequency dependence of the microwave and optical conductivity are studied for a BCS superconductor with weak elastic scattering [1/{τ}2{Δ}(0), where {τ} is the scattering time and {Δ}(T) is the BCS energy gap]. The results are interpreted in terms of a two-fluid model in which the combined oscillator strength of the {δ} function at the origin and the thermally excited free-carrier conductivity is found to be only weakly temperature dependent. The low-frequency conductivity is shown to be a function of {ω}{τ}, in the clean limit, with a characteristic logarithmic divergence at {ω}=0. The frequency dependence of the microwave surface resistance is discussed and comparison is made to the recent experimental results of Bonn, Hardy, and co-workers on YBa₂{Cu}₃O_7-δ single crystals.
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Berlinsky et al. (1993) studied this question.
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