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Analytical approach reveals magnetization behavior in two-dimensional metals at fixed electron density, suggesting fundamental insights.
The de Haas – van Alphen effect in two-dimensional metals is studied under various conditions and with an arbitrary forms of Landau levels. We consider the limit of fixed electron density and an intermediate situation with a finite reservoir of electronic states. An analytical formula for magnetization at a constant electron density and an arbitrary temperature is obtained.
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Mogilyuk et al. (2025) studied this question.
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