The mathematical modeling of the dynamics of ultrathin perfluoropolyalkylet
her (PFPE) films, taking into consideration both the disk carbon surface co
mposition and lubricant endgroup functionality, is described. Theoretical d
evelopment based on the Monte Carlo method was employed to emulate experime
ntal spreading data. In this model, we construct a system Hamiltonian based
on a lattice-gas model by explicitly incorporating four classes of interac
tions: molecule/molecule, molecule/surface, endgroup/endgroup, and endgroup
/surface, where a molecule is denoted as a backbone in the absence of endgr
oups. Spreading properties are investigated by tuning the lubricant interac
tions to model PFPE Z (without polar endgroups) and PFPE Zdol (with polar e
ndgroups) on several surfaces. The simulations qualitatively describe the s
preading profiles for molecules with and without polar endgroups. Acquired
from N-frame animations, L-t plots are constructed and provide a qualitativ
e comparison with the experimental data obtained from scanning microellipso
metry. (C) 2000 American Institute of Physics. [S0021-8979(00)39408-7].