Abstract

We have studied, in bilayer graphene (BLG), the hot electron cooling power FVP (T, ns) due to acoustic phonons via vector potential (VP) coupling. It is calculated as a function of electron concentration ns and temperature T and compared with FDP (T, ns), the contribution from the deformation potential (DP) coupling. For the ns around 1 × 1012cm−2, FVP (T, ns) is much smaller than FDP (T, ns). With increase of ns, FDP (T, ns) decreases faster than FVP (T, ns) does. A cross over is predicted and dominant contribution of FVP (T, ns) can be observed at large ns. In the Bloch- Grüneisen (BG) regime FVP (T, ns) ~ ns−1/2 and FDP (T, ns) ~ ns−3/2. Both FVP (T, ns) and FDP (T, ns) have the same T dependence with T4 power law in the BG regime. Behaviour of FDP (T, ns) ~ ns−3/2 and T4 is in agreement with the experimental results at moderate ns. Besides, in the BG regime, we have predicted, for both the VP and DP coupling, a relation between F(T,ns) and the acoustic phonon limited mobility μp, opening a new door to determine μp from the measurements of F(T,ns)

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