Electrons and Phonons

By W. Harrison. 2000

1,238 citations recorded by the source corpus.

Subfields: Atomic and Molecular Physics, and Optics, Physical and Theoretical Chemistry

View Paper: https://www.semanticscholar.org/paper/7617cc522544cbf121980dc286ca8eb744dd733a

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In Atomic and Molecular Physics, and Optics

In Physical and Theoretical Chemistry

Citations in the corpus

BoltzTraP. A code for calculating band-structure dependent quantities (2006, neutral): “Boltzmann theory [10,15,16] is a useful tool for gaining insight into the transport properties of real materials.”
Mixed-valence manganites: fundamentals and main properties (2004, neutral): “The results are described byDagotto et al. (1998),Yunoki et al. (1998a, b),Yunoki and Moreo (1998), Burgy et al. (2001)and in the reviews byMoreo et al. (1999)and byDagotto et al. (2001).”
A Review of Experimental and Computational Advances in Thermal Boundary Conductance and Nanoscale Thermal Transport across Solid Interfaces (2019, background): “where Ce,1 is the electronic heat capacity of the metal given as[191] ( /3) ( ) e,1 2 F B 2 π ε = C D k T , where kB is Boltzmann’s constant, q1 is the electronic flux on side 1, and ζ1 → 2 is given by[37]”
Emerging challenges and materials for thermal management of electronics (2014, background): “Many of the measurement results showing conductivity suppression with decreasing size can be explained with theories of diffuse surface scattering of heat carriers established several decades ago by Casimir [78], Ziman [79], and others.”
Heat transport in low-dimensional systems (2008, background): “In three-dimensional solids, the Peierls–Boltzmann theory is well developed [91,92] and probably quite accurate.”
Heat Generation and Transport in Nanometer-Scale Transistors (2006, background): “This thermal conductivity is directly proportional to the average phonon mean free path [46], which is strongly affected by boundary scattering.”
Recent developments in the ABINIT software package (2016, background): “The calculation of transport quantities (for the normal and superconducting states) dates back to Ziman [58] and before, but was pioneered in numerical approaches by P.”
Surface electromagnetic waves thermally excited: Radiative heat transfer, coherence properties and Casimir forces revisited in the near field (2005, background): “More details about this subject can be found in textbooks such as Kittel [11], Ashcroft and Mermin [12] and Ziman [13].”
EPW: Electron-phonon coupling, transport and superconducting properties using maximally localized Wannier functions (2016, methodology): “Electronic transport properties in metals and doped semiconductors can be calculated by solving the Boltzmann transport equation (BTE) [111].”
Low-loss, infrared and terahertz nanophotonics using surface phonon polaritons (2015, background): “The spring constant of this simple model is related to the set of harmonic interatomic force constants (IFCs) in real systems [135, 136].”
Ab initio phonon coupling and optical response of hot electrons in plasmonic metals (2016, background): “We find substantial differences from free-electron and semi-empirical estimates, especially in noble metals above transient electron temperatures of 2000 K, because of the previously-neglected strong dependence of electron-phonon matrix elements on electron energy.”