Hydrogen diffusion in ZrH(x) (1.58 less-than-or-equal-to x less-than-o
r-equal-to 1.98) in the temperature range 600 K to 970 K has been meas
ured by means of pulsed-field-gradient nuclear magnetic resonance. The
activation enthalpy for hydrogen diffusion, H(a), obtained by fitting
an Arrhenius expression D = D0 exp(-H(a)/k(B)T) to the diffusivities,
increases sharply as x approaches the limiting value of two in good a
greement with results deduced from the proton spin-lattice relaxation
rate, GAMMA1, measured on the same samples. Hydrogen atoms jump predom
inantly between nearest-neighbour tetrahedral sites in ZrH(x). The obs
erved concentration dependence of both the effective value of H(a) and
the pre-exponential factor D0 suggests, however, that at high hydroge
n concentrations and high temperatures another interstitial site is oc
cupied in addition. At x --> 2 a small fraction of hydrogen atoms loca
ted on an interstitial site other than the tetrahedral site appears to
contribute significantly to the diffusivity. The temperature and conc
entration dependence of the diffusion data can quantitatively be descr
ibed by such a model. The activation enthalpies for all possible jumps
in this system with two different kinds of site are shown to be indep
endent of the hydrogen concentration x. The corresponding attempt freq
uencies v(a) almost-equal-to 10(13) s-1 are compatible with the pictur
e of a classical diffusion mechanism.