  We consider adiabatic quantum pumping through a resonant level model, a
single-level quantum dot connected to two fermionic leads. Using the tools of
adiabatic expansion, we develop a consistent thermodynamic description of this
model accounting for the variation of the energy level of the dot and the
tunnelling rates with the thermal baths. This enables us to study various
examples of pumping cycles computing the relevant thermodynamic quantities,
such as the entropy produced and the dissipated power. These quantities are
compared with the transport properties of the system, i.e. the pumped charge
and the charge noise. Among other results, we find that the entropy production
rate vanishes in the charge quantization limit while the dissipated power is
quantized in the same limit.
