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.
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Two anomalous acoustic plasmons arise from the geometry of 2D type-II Dirac cones, beyond the conventional sqrt(q) form, with valley-dependent chirality and tunability by gap and substrate.
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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.
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Anomalous acoustic plasmons in two-dimensional over-tilted Dirac bands
Two anomalous acoustic plasmons arise from the geometry of 2D type-II Dirac cones, beyond the conventional sqrt(q) form, with valley-dependent chirality and tunability by gap and substrate.