The transition metal model potential of Animalu is applied to study th
e lattice dynamics of two f.c.c. disordered alloys of Pd and Fe, namel
y Pd0.96Fe0.04 and Pd0.90Fe0.10. First the model potential is used to
compute the radial and tangential force constants of Pd and Fe for the
two alloys and also those of pure Pd up to ten sets of nearest neighb
ours. The concentration average of these force constants is used to de
termine the force constants of the two disordered alloys. Next, the dy
namical matrix is constructed and the secular equation is solved to ca
lculate the phonon dispersion curves and elastic constants of pure Pd
and Pd0.96Fe0.04 and Pd0.90Fe0.10 alloys. In all the cases a reasonabl
y good agreement is found between the computed and experimental result
s, when three-body forces are incorporated in the interaction system.
Phonon density of states and the temperature dependence of specific he
at and Debye temperature of the two alloy systems are also computed an
d presented.