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.
The bound ground state is sharply localized near the interface, whereas the higher states are orthogonal to it, live at higher energies, and extend deep into the buffer
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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.