We have performed a survey of the available literature on the speed of
sound at temperatures above 5 K in amorphous solids. We have compared
the slope, beta, of the linear variation in the speed of sound at the
se temperatures with the temperature independent internal friction bel
ow 10 K, Q(0)(-1), and find that, empirically, beta = 0.5 Q(0)(-1)/K.
This suggests that the low temperature properties of amorphous solids
are connected with their universal behavior at higher temperatures. Ad
ditionally, we have extended our survey to crystals with glass-like pr
operties as well as to quasicrystals. We find that the same relationsh
ip that exists in amorphous solids between Q(0)(-1) and beta exists in
these solids as well. A model to explain this very general empirical
relation does not seem to exist.