Within the resin transfer molding (RTM) process, flow is generally cha
racterized by the progression of a distinct, nonuniform flow front int
o the preform as a function of time. The now front progression introdu
ces unsaturated characteristics into RTM flow fields. As a result, the
definition of an effective in-plane permeability (K-eff) is used to d
etermine the permeability of actual preforms as they fill with fluid.
This K-eff expression expands upon the original definition of Darcy's
law by generalizing its applicability to unsaturated creeping flows. R
esults of experimentally obtained K-eff for flow in single-layer prefo
rms have been detailed for two common RTM materials, a random mat and
a 3-D weave, in Part 1. In this paper (Part 2), we characterize the un
saturated and saturated permeabilities of multiple-layer preforms cons
tructed from the random mat and 3-D weave materials characterized In P
art 1. This work identifies the apparent permeability characteristics
of a specific unsaturated multiple-layer flow that demonstrates behavi
or inherent to this important class of heterogeneous flows. Also, para
llels are drawn between the unsaturated permeability behavior of compl
ex 3-D weave materials and multiple-layer preforms.