  We derive a mixture theory-based mathematical model of the degradation of a
poroelastic solid immersed in a fluid bath. The evolution of the solid's
mechanical and transport properties are also modeled. The inspiration for the
model is the study of the temporal evolution of biodegradable Tissue Engineered
Nerve Guides (TENGs), which are surgical implants supporting the alignment and
re-growth of damaged nerves. The model comprises of the degrading solid, the
degradation reaction products, and the fluid in which the solid is immersed.
The weak formulation of the partial differential equations (PDEs) so derived is
numerically implemented using a Finite Element Method (FEM). The numerical
model is studied for stability and convergence rates using the Method of
Manufactured Solutions.
