Hi,
I would like to notice that in addition to the dependence of electron thermal conductivity on the temperatures of electrons and lattice, there also dependences of electron-phonon coupling (g) and electron heat capacity (C) on the temperatures of electrons and lattice. And the electron heat capacity does not always depends linearly as it assumed at relatively low temperatures.
As I understand, the most part of the demonstrated dependences are predicted using various theoretical methods and just small amount of values are validated experimentally and only at low temperatures below 1000K (you can see on the graphs in the attached papers).
Therefore, the possibility to model in your code the dependences of electron thermal conductivity, electron-phonon coupling and electron heat capacity (whicj is not always linear) would be very useful.
2008 - E-p coupling and electron heat capacity (Zhigilei).pdf
2020 - Medvedev - Electron-phonon coupling in metals at high electronic temperatures.pdf
Hi,
I would like to notice that in addition to the dependence of electron thermal conductivity on the temperatures of electrons and lattice, there also dependences of electron-phonon coupling (g) and electron heat capacity (C) on the temperatures of electrons and lattice. And the electron heat capacity does not always depends linearly as it assumed at relatively low temperatures.
As I understand, the most part of the demonstrated dependences are predicted using various theoretical methods and just small amount of values are validated experimentally and only at low temperatures below 1000K (you can see on the graphs in the attached papers).
Therefore, the possibility to model in your code the dependences of electron thermal conductivity, electron-phonon coupling and electron heat capacity (whicj is not always linear) would be very useful.
2008 - E-p coupling and electron heat capacity (Zhigilei).pdf
2020 - Medvedev - Electron-phonon coupling in metals at high electronic temperatures.pdf