Abstract

We have measured the electronic term γ(T) ( C el/T) of La 1.85Sr 0.15Cu 1−yZn yO 4 for 0≤y≤0.024 from 1.8K to 300K using a differential technique, and find broad agreement with the theory of Sun and Maki for d-wave superconductivity suppressed by strong potential scattering [1]. The initial T-dependence changes from γ= γ(0)+ αT for y=0 ( α=0.023±0.002 mJ/g-at.K 3) to γ= γ(0)+ ϵT 2 for Zn doped samples ( ϵ∼0.013 mJ/g-at.K 4). The ratio 2 Δ(0)/k BT c=8.1 reflects strong coupling and we show that the critical Zn concentrations y c=0.025 agrees with the value predicted from γ n Δ(0) but not from γ nT c. Contrary to theory γ(0) exceeds γ n for y ∼ y c and the entropy above T c increases with y, possibly due to the influence of Zn doping on the normal state pseudogap.

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