We analyze a two-state stochastic corral model for regulation of protein di
ffusion in a cell membrane. This model could mimic control of protein trans
port in the membrane by the cytoskeleton. The dynamic corral acts as a gate
which when open permits an otherwise trapped protein to escape to a neighb
oring corral in the cytoskeletal network. We solve for the escape rate over
a wide range of parameters of the model, and compare these results with Mo
nte Carte simulations. Upon introducing measured values of the model parame
ters for Band 3 in erythrocyte membranes, we are able to estimate the value
for one unknown parameter, the average rate at which the corral closes. Th
e ratio of calculated closing rate to measured opening rate is roughly 100:
1, consistent with a gating mechanism whereby protein mobility is regulated
by dissociation and reassociation of segments of the cytoskeletal network.