It is posible to pack a large number of semiconducor devices on one si
licon chip. Each device must be electrically isolated from the others
and this is achieved by the oxidation of silicon in the 'between devic
e' or nonactive regions.The model that we study assumes that the oxide
is an incompressible viscous fluid through which the oxidant diffuses
, and includes a stress-dependent reaction coefficient. We consider on
ly one space variable and time, and study the evolution of the concent
ration profile and the moving boundaries. We present results for diffe
ring values of the equilibrium concentration and for differing functio
nal dependence of the stress-dependent reaction coefficient on the ext
ernal pressure. To obtain these results we employed a numerical algori
thm and derived approximate analytic solutions. These (asymptotic) ana
lytic solutions agree well with the numerical solutions.