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• W2016194479 abstract "Phonons in a metal have a finite lifetime due to the emission of electron-hole pairs. This process leads to an electron-phonon contribution ${W}_{mathrm{ep}}^{p}$ to the thermal resistance, which limits the lattice thermal conductivity ${ensuremath{kappa}}_{p}$. We present a summary of the available experimental data on ${W}_{mathrm{ep}}^{p}$, emphasizing uncertainties and contrasting results from different types of experiments. Methods of obtaining better data are suggested. We show that the available data are in fair agreement with a simple theoretical estimate $mathrm{lim}(Tensuremath{rightarrow}O){W}_{mathrm{ep}}^{p}{(frac{T}{{ensuremath{theta}}_{D}})}^{2}=0.42 {ensuremath{Omega}}_{a}^{frac{1}{3}}Nensuremath{lambda}$(K cm/W), where ${ensuremath{Omega}}_{a}$ is the atomic volume in ${mathrm{AA{}}}^{3}$, $N$ is the Fermi-energy density of states (1 spin) in states/eV, and $ensuremath{lambda}$ is the electron-phonon mass enhancement. The fact that most of the experimental points fall below this estimate is probably the result of anisotropy and mode dependence of the electron-phonon coupling." @default.
• W2016194479 created "2016-06-24" @default.
• W2016194479 creator A5007951524 @default.
• W2016194479 creator A5061696264 @default.
• W2016194479 date "1978-12-15" @default.
• W2016194479 modified "2023-09-27" @default.
• W2016194479 title "Electron-phonon interaction and lattice thermal conductivity" @default.
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• W2016194479 doi "https://doi.org/10.1103/physrevb.18.6483" @default.
• W2016194479 hasPublicationYear "1978" @default.
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