Treating charge partition as the central state variable in accumulation layers produces a Helmholtz free energy and spectral path selection that yields universal master functions matching magnetocapacitance experiments.
For the dense production runs used here, convergence typically requires of order102 iterations, with represen- tative difficult points nearκ→ 1taking roughly ∼ 200 iterations
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Thermodynamic Charge Partition in Accumulation-Layer Heterostructures
Treating charge partition as the central state variable in accumulation layers produces a Helmholtz free energy and spectral path selection that yields universal master functions matching magnetocapacitance experiments.