Low-temperature specific heat of Nd$_{1-x}$Ca$_x$B$_6$ single crystals

We measured the heat capacity on random alloys of Nd$_{1-x }$Ca$_x$B$_6$ ($x < $ 0.4) in the 0.4 to 40 K temperature range. We calculated the lattice contribution to the specific heat, arising from the Debye-type phonons of the boron framework and Einstein-type oscillators of the cation sublattice. To this end, we used data obtained for the heat capacity of a LaB$_6$ single crystal which we measured in the same temperature range. Subtracting lattice and Schottky-type contributions from the measured heat capacity, we find that the electronic portion, linear in temperature, decreases sharply upon doping with Ca, most likely owed to changes in the Fermi surface.