Lattice vibrations contribute a phonon heat capacity. At temperatures well below the Debye temperature, its leading contribution is proportional to , whereas the electronic part is proportional to :
The lattice term can therefore become important rapidly as temperature rises, even if the electronic term dominates sufficiently close to zero. At higher temperature the lattice contribution approaches the Dulong-Petit law value per mole of atoms within the harmonic approximation. This is not a claim that the low-temperature law holds at all temperatures.

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