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The pair-breaking effect of inelastic scattering of electrons off boson fluctuations is examined for anisotropic and isotropic superconductors. We show that the ratio g of the couplings of the boson fluctuations to the pairing and normal electron self-energies is an important parameter. Phonon-mediated s-wave superconductivity corresponds to a value of g=1, and spin-fluctuation-mediated d-wave superconductivity to g<1. For g<1, there is a critical frequency ₂T₂e^1/g in the boson spectrum: bosons at ₂ are pair breaking. We give an approximate expression for the pair-breaking effect of low-lying bosons. We also study the dependence of T₂ upon g in an Einstein model in which the boson spectral weight is concentrated at a frequency ₄. We show that for fixed electron-boson coupling, T₂/₄ decreases rapidly as g decreases from 1, and for g1 T₂/₄ saturates at a low value as the coupling tends to infinity. Applications to heavy-fermion superconductors and to the new high-T₂ materials are discussed.
Millis et al. (1988) studied this question.