Hydrogen redistribution in the presence of a cold spot is considered,
with hydrogen concentrations above the solid-solubility limit and thus
with hydrogen flowing through a hydride-matrix mixture. Fully-hydride
d regions (frequently called blisters) grow in the samples, beginning
at the cold spot, Under equivalent conditions, the experiment is carri
ed out on several Zr-2.5% Nb samples, allowing for the hydrogen migrat
ion times to vary from 1x10(5) to 6x10(5) s, so as to construct a blis
ter-growth curve. Metallographic examination of the samples is perform
ed before and after the imposition of the thermal gradient. A mathemat
ical model is then presented, and the corresponding equations are nume
rically solved by means of a finite element method, refining the discr
etization so as to render approximation errors unimportant. Agreement
between model and experiment is shown to be quite good for migration t
imes greater than 3x10(5) s. For shorter times, implying small blister
s around the cold spot, discrepancies arise between model and experime
nt, which are attributed to errors in estimating the local temperature
field near the sample surface.