Hot carriers in semiconductors /
This research and reference text provides up-to-date coverage of the latest research on hot carriers in semiconductors, with a focus on the background, theoretical approaches, measurements and physical understanding required to engage with the field.
Clasificación: | Libro Electrónico |
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Autor principal: | |
Formato: | Electrónico eBook |
Idioma: | Inglés |
Publicado: |
Bristol [England] (Temple Circus, Temple Way, Bristol BS1 6HG, UK) :
IOP Publishing,
[2021]
|
Colección: | IOP (Series). Release 21.
IOP ebooks. 2021 collection. |
Temas: | |
Acceso en línea: | Texto completo |
Tabla de Contenidos:
- 1. Introduction
- 1.1. Some general observations
- 1.2. Optically excited hot carriers
- 1.3. Hot carriers in devices
- 1.4. What is in this book
- 2. High electric field transport
- 2.1. Velocity and mobility
- 2.2. Transient transport
- 2.3. Inter-valley scattering
- 2.4. Impact ionization and breakdown
- 2.5. Microwave studies
- 2.6. Ballistic devices
- 2.7. Real-space transfer
- 3. Carrier heating at low temperature
- 3.1. Early work
- 3.2. Phase-breaking
- 3.3. Energy relaxation time
- 3.4. Effects in lower dimensions
- 3.5. Some different systems
- 3.6. Magnetophonon resonance
- 4. Optical carrier heating
- 4.1. Oscillatory photoconductivity
- 4.2. Free-carrier optics
- 4.3. Optical absorption
- 4.4. Ultrafast excitation studies
- 4.5. Real-space transfer
- 5. Nonequilibrium phonons
- 5.1. The nature of the problem
- 5.2. Acoustic spectroscopy
- 5.3. Measuring the nonequilibrium phonons
- 5.4. Rise and fall of the phonons
- 5.5. Measuring the lifetime
- 6. Seeking the distribution function
- 6.1. The relaxation time approximation
- 6.2. Expanding in Legendre polynomials
- 6.3. The drifted Maxwellian distribution
- 6.4. The energy diffusion equations
- 6.5. Low-dimensional systems
- 6.6. Plasmon interactions
- 7. The ensemble Monte Carlo method
- 7.1. The path integral
- 7.2. The Monte Carlo process
- 7.3. Building a code
- 7.4. Molecular dynamics and Poisson
- 7.5. Real-space transfer
- 7.6. Full band Monte Carlo
- 7.7. Monte Carlo in device simulation
- 8. Quantum transport
- 8.1. Modes and the Landauer formula
- 8.2. Transport with the Schrödinger equation
- 8.3. The density matrix
- 8.4. Nonequilibrium Green's functions
- 8.5. Wigner functions
- 8.6. Some final comments.