Analytic dome and pseudogap temperature formulas fit cuprate data with one shape parameter per material, with a plausible but partly circular pressure extension.
For an infinitesimal change of pressure, dP , L(P ) would satisfy the linear differential equation, 1 L dL dP = −κL, (89) which is solved by L(P ) = L0e−κ LP
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Superconducting and Pseudogap Transition Temperatures in High-Tc Cuprates and the $T_{c}$ Dependence on Pressure
Analytic dome and pseudogap temperature formulas fit cuprate data with one shape parameter per material, with a plausible but partly circular pressure extension.