Relativistic fermion in a spherically symmetric potential well of finite depth in a two-dimensional space

Motivated by the recent discoveries of materials with quasi-relativistic dispersion relations, we determine densities of states in materials with low dimensional substructures and relativistic dispersion relations. We find that these dimensionally hybrid systems yield quasi-relativistic densities of states that are a superposition of the corresponding two-and three-dimensional densities of states.

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Relativistic fermion in a spherically symmetric potential well of finite depth in a two-dimensional space

Cited by 2 publications

References 7 publications

Energy of a Relativistic Fermion in a Spherically Symmetric Potential Well of Finite Depth Near the Boundary of the Lower Continuum in a Two-Dimensional Space

Energy of a Relativistic Fermion in a Spherically Symmetric Potential Well of Finite Depth Near the Boundary of the Lower Continuum in a Two-Dimensional Space

Dimensional effects on the density of states in systems with quasi-relativistic dispersion relations and potential wells

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