“…Using the data on the density of electrons excited to the conduction band, the local temperature increase ∆T = T − T 0 (T 0 = 300 K is the initial sample temperature) of germanium after the action of ultrafast laser pulses can be evaluated based on the energy balance equation as c p ρ∆T = n e E g + E e av (7) where c p , ρ, and E e av are the heat capacity of germanium, atomic density, and the average energy of free electrons, respectively. E e av is considered here to be ~2 eV, which is reasonable for the near-melting regime of ultrashort laser excitation [30], c p = 330 J/(kg K) [31]; ρ = 5.15 g/cm 3 [32].…”