The van der Waals contribution to the adhesion energy between a metal
and an insulating oxide is expressed in terms of a dielectric continuu
m model. Values derived from the model are shown to give a good qualit
ative account for experimental data. Furthermore, they are seen to rep
roduce commonly reported trends in adhesion energy at metal-oxide inte
rfaces since they tend to increase as the plasmon energy of the metal
increases and/or as the bandgap of the insulator narrows. Such a model
does not account for kinetic energy and electrostatic contributions;
its relevancy to describe the adhesion energy in the metal-oxide case
is discussed, and shown to be plausible provided the oxide energy gap
is wide enough and the metal is sufficiently nonreactive.