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Optical properties of graphene in magnetic and electric fields / Chiun-Yan Lin ... [και ά.].

Συντελεστής(ές): Τύπος υλικού: ΚείμενοΚείμενοΣειρά: IOP expanding physicsΛεπτομέρειες δημοσίευσης: Bristol : IOP Publishing, c2017.Περιγραφή: 1 ηλεκτρονική πηγή (ποικίλες σελιδαριθμήσεις) : εικ. (μερ. έγχρ.)ISBN:
  • 9780750315661
  • 9780750315654
Θέμα(τα): Ταξινόμηση DDC:
  • 546.681 23
Πηγές στο διαδίκτυο:
Περιεχόμενα:
1. Introduction -- 2. The generalized tight-binding model -- 3. AA-stacked graphene -- 3.1. Electronic and optical properties without external fields -- 3.2. Magneto-electronic and magneto-optical properties -- 3.3. Electric-field-enriched optical properties
4. AB-stacked graphene -- 4.1. Electronic and optical properties without external fields -- 4.2. Magneto-electronic and magneto-optical properties -- 4.3. Electric-field-enriched optical properties
5. ABC-stacked graphene -- 5.1. Electronic and optical properties without external fields -- 5.2. Magneto-electronic and magneto-optical properties -- 5.3. Electric-field-enriched optical properties
6. AAB-stacked graphene -- 6.1. Electronic and optical properties without external fields -- 6.2. Magneto-electronic and magneto-optical properties -- 6.3. Electric-field-enriched optical properties -- 6.4. Comparisons between the different types of trilayer stacking
7. Sliding bilayer graphene -- 7.1. Electronic and optical properties without external fields -- 7.2. Magneto-electronic and magneto-optical properties -- 7.3. Electric-field-enriched optical properties -- 8. Concluding remarks.
Περίληψη: This book provides a synthesis of up to date research on the optical properties of graphene, drawing from both experimental and theoretical research. The focus is primarily on multilayer graphenes with a focus on Landau-level spectra and the generalised tight-binding model. The interplay between external fields and the geometric configuration determines relationships between the components of wave functions in different sublattices. This leads to observation that the optical properties display a strong dependence on the stacking configuration and the number of layers. In general, this model can reasonably comprehend the quantization effect in arbitrarily stacked graphenes as well as other layered 2D materials such as MoS2 and silicene. Comparisons between theoretical and experimental work are drawn, as are the different graphene synthesis methods.
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Περιλαμβάνει βιβλιογραφικές παραπομπές.

1. Introduction -- 2. The generalized tight-binding model -- 3. AA-stacked graphene -- 3.1. Electronic and optical properties without external fields -- 3.2. Magneto-electronic and magneto-optical properties -- 3.3. Electric-field-enriched optical properties

4. AB-stacked graphene -- 4.1. Electronic and optical properties without external fields -- 4.2. Magneto-electronic and magneto-optical properties -- 4.3. Electric-field-enriched optical properties

5. ABC-stacked graphene -- 5.1. Electronic and optical properties without external fields -- 5.2. Magneto-electronic and magneto-optical properties -- 5.3. Electric-field-enriched optical properties

6. AAB-stacked graphene -- 6.1. Electronic and optical properties without external fields -- 6.2. Magneto-electronic and magneto-optical properties -- 6.3. Electric-field-enriched optical properties -- 6.4. Comparisons between the different types of trilayer stacking

7. Sliding bilayer graphene -- 7.1. Electronic and optical properties without external fields -- 7.2. Magneto-electronic and magneto-optical properties -- 7.3. Electric-field-enriched optical properties -- 8. Concluding remarks.

This book provides a synthesis of up to date research on the optical properties of graphene, drawing from both experimental and theoretical research. The focus is primarily on multilayer graphenes with a focus on Landau-level spectra and the generalised tight-binding model. The interplay between external fields and the geometric configuration determines relationships between the components of wave functions in different sublattices. This leads to observation that the optical properties display a strong dependence on the stacking configuration and the number of layers. In general, this model can reasonably comprehend the quantization effect in arbitrarily stacked graphenes as well as other layered 2D materials such as MoS2 and silicene. Comparisons between theoretical and experimental work are drawn, as are the different graphene synthesis methods.

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