We present the results of a computational study of the low-energy dynamics
of silica glass. Molecular dynamics simulation results show that parts of t
he glass structure can undergo large cooperative reorientations of SiO4 tet
rahedra. These motions involve reorientations of about 30 tetrahedra with a
n energy barrier of about 0.06 eV. We relate these motions to the presence
of double-well potentials which give rise to two-level tunnelling states in
the model, thereby providing the mechanism for the anomalous low-temperatu
re thermal properties of glasses. Simulation of larger structures of silica
glass shows that jump events become more frequent and uncorrelated with ea
ch other. In addition to studying the flexibility of silica glass in terms
of the large tetrahedral rearrangements, we also address the flexibility of
silica glass in terms of its ability to sustain low-omega floppy modes. Th
e latter part of the study is supported by inelastic neutron scattering dat
a, and we compare experimental and calculated dynamic structure factors in
the energy range 0-10 meV and scattering vector range 0-8 Angstrom(-1). By
applying the analysis of the rigid-unit-mode model as initially developed f
or crystalline silicates to structures of silica glass we find that silica
glass is surprisingly similar to its corresponding crystalline phases in it
s ability to support low-omega floppy modes. The same conclusion follows fr
om the comparison of calculated vibrational densities of states of silica g
lass and its crystalline phases, and is borne out in the inelastic neutron
scattering data.