We examine the patterns formed by injecting nitrogen, gas into the center p
f a horizontal, radial Hele-Shaw cell filled with paraffin oil. We use smoo
th plates and etched plates with lattices having different amounts of defec
ts (0-10 %). hi all cases, a quantitative measure of the pattern ramificati
on shows a regular trend with injection rate and ce:ll gap, such that the d
imensionless perimeter scales with the dimensionless time. By adding defect
s to the lattice, we observe increased branching in the pattern morphologie
s. However, even in this case, the scaling behavior persists. Only the pref
actor of the scaling function shows a dependence on the defect density. For
different lattice defect densities, we examine the nature of the different
morphology phases. [S1063-651X(99)12508-X].