  Spin pumping consists in the injection of spin currents into a non-magnetic
material due to the precession of an adjacent ferromagnet. In addition to the
pumping of spin the precession always leads to pumping of heat, but in the
presence of spin-orbital entanglement it also leads to a charge current. We
investigate the pumping of charge, spin and heat in a device where a
superconductor and a quantum spin Hall insulator are in proximity contact with
a ferromagnetic insulator. We show that the device supports two robust
operation regimes arising from topological effects. In one regime, the pumped
charge, spin and heat are quantized and related to each other due to a
topological winding number of the reflection coefficient in the scattering
matrix formalism -- translating to a Chern number in the case of Hamiltonian
formalism. In the second regime, a Majorana zero mode switches off the pumping
of currents owing to the topologically protected perfect Andreev reflection. We
show that the interplay of these two topological effects can be utilized so
that the device operates as a robust charge, spin and heat transistor.
