When treating 2D nanostructures where the width direction z or (001) is finite, the Dresselhaus Hamiltonian can be divided into a linear term and a cubic term.
The Dresselhaus Hamiltonian can be divided into a linear term and and cubic term. When treating 2D nanostructures where the width direction z or (001) is finite.
When treating 2D nanostructures where the width direction z or (001) is finite. The Dresselhaus Hamiltonian can be divided into a linear term and and cubic term.
When treating 2D nanostructures where the width direction z or (001) is finite. The Dresselhaus Hamiltonian can be divided into a linear term and and cubic term.