A model of fibrinolysis was developed using multicomponent convection-
diffusion equations with homogeneous reaction and heterogeneous adsorp
tion and reaction. Fibrin is the dissolving stationary phase and plasm
inogen, tissue plasminogen activator (tPA), urokinase (uPA), and plasm
in are the soluble mobile species. The model is based on an accurate m
olecular description of the fibrin fiber and protofibril structure and
contains no adjustable parameters and one phenomenological parameter
estimated from experiment. The model can predict lysis fronts moving a
cross fibrin clots (fine or coarse fibers) of various densities under
different administration regimes using uPA and tPA. We predict that pr
essure-driven permeation is the major mode of transport that allows fo
r kinetically significant thrombolysis during clinical situations. Wit
hout permeation, clot lysis would be severely diffusion limited and wo
uld require hundreds of minutes. Adsorption of tPA to fibrin under con
ditions of permeation was a nonequilibrium process that tended to fron
t load clots with tPA. Protein engineering efforts to design optimal t
hrombolytics will likely be affected by the permeation processes that
occur during thrombolysis.