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We numerically study the disorder effect on the thermoelectric and thermaltransport for bilayer graphene under a strong perpendicular magnetic field. Inthe unbiased case, we find that the thermoelectric transport has similarproperties as in the monolayer graphene, i.e., the Nernst signal has a peak atthe central Landau level (LL) with the value of the order of $k_B/e$ andchanges sign near other LLs while the thermopower has an opposite behavior. Weattribute this to the coexistence of particle and hole LLs around the Diracpoint. When a finite interlayer bias is applied and a band gap is opened, it isfound that the transport properties are consistent with those of a bandinsulator. We further study the thermal transport from electronic origins andverify the validity of the generalized Weidemann-Franz law.

Thermoelectric and thermal transport in bilayer graphene systems