“…On the other hand, the temperature rise by a single light pulse can be estimated very roughly as DT % Q/ {c(a À1 + L t )} [29], where Q is absorbed pulse energy per unit area, c is the specific heat per unit volume [30], a À1 (%200 nm) is the penetration depth of excitation light, and L t (%70 nm) is the thermal diffusion length, which is written down as 2(js/c) 1/2 , where j is the thermal conductivity [31] and s (%10 ns) is the pulse duration. This estimation gives, for the present condition of Q % 40 mJ/cm 2 , DT % 400 K, which cannot be neglected since the glass-transition temperature of GeO 2 films is reported to be $360°C [21]. However, as shown in Fig.…”