
Electronic States in Crystals of Finite Size (eBook, PDF)
Quantum Confinement of Bloch Waves
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Presents an analytical theory of the electronic states in ideal low-dimensional systems and finite crystals based on a theory of differential equations approachDemonstrates that the existence of the boundary-dependent states is a fundamental distinction of the quantum con¿nement of Bloch wavesIntroduces a general and more applicable theoretical formalism based on the theory of periodic Sturm-Liouville equations for investigating one-dimensional photonic crystals and phononic crystalsProvides a general theoretical formalism for investigating the existence and properties of surface states/modes...
Presents an analytical theory of the electronic states in ideal low-dimensional systems and finite crystals based on a theory of differential equations approach
Demonstrates that the existence of the boundary-dependent states is a fundamental distinction of the quantum con¿nement of Bloch waves
Introduces a general and more applicable theoretical formalism based on the theory of periodic Sturm-Liouville equations for investigating one-dimensional photonic crystals and phononic crystals
Provides a general theoretical formalism for investigating the existence and properties of surface states/modes in semi-infinite one-dimensional crystals
Demonstrates that the existence of the boundary-dependent states is a fundamental distinction of the quantum con¿nement of Bloch waves
Introduces a general and more applicable theoretical formalism based on the theory of periodic Sturm-Liouville equations for investigating one-dimensional photonic crystals and phononic crystals
Provides a general theoretical formalism for investigating the existence and properties of surface states/modes in semi-infinite one-dimensional crystals
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