The magnetic properties and field-dependent specific heat of melt-spun
amorphous RE(70)TM(30) (RE=Gd, Tb, Dy, Ho and Er; TM=Fe and Ni) and G
d65Co35 alloys were investigated as potential magnetic refrigerants. E
ssentially zero magnetic hysteresis was observed in all the Gd-TM allo
ys at temperatures from 5 K up to the ordering temperatures. The coerc
ive force of the RE(70)TM(30) alloys depended mainly on the RE species
and increased according to the order of RE=Gd<Ho<Er<Dy<Tb. The magnet
ic susceptibility of most of the alloys showed apparently normal Curie
-Weiss behavior above the ordering temperatures, The heat capacity mea
surements in zero field and applied fields of 4 and 8 T indicated that
the magnetic transition in these alloys are significantly broadened.
The maximum adiabatic temperature changes for Er70Fe30, Gd70Ni30 and G
d65Co35 amorphous alloys in a field change of 8 T are 4.0, 3.4, and 3.
0 K, respectively. Mossbauer spectroscopy revealed that Fe atoms in th
e amorphous RE(70)Fe(30) alloys carry a small magnetic moment that may
complicate the magnetic ordering in the alloys, A simple model assumi
ng a Gaussian distribution of ordering temperatures around the apparen
t Curie temperature was constructed to attempt to reconcile the differ
ences in the observed magnetic properties of these amorphous alloys, T
he broad magnetic transition is attributed to the fluctuation of the e
xchange integral caused by the structural disorder in amorphous alloys
. The calculated susceptibility, magnetization, and heat capacity agre
ed reasonably well with the experimental data and show that the magnet
ic susceptibility and magnetization are only weakly affected by the di
stribution of ordering temperatures, but the heat capacity is much mor
e sensitive to such a distribution. To effectively screen out magnetic
refrigerants with sharp magnetic transitions and correspondingly larg
e adiabatic temperature changes from those with broadened transitions
and small adiabatic temperature changes, the field-dependent heat capa
city measurement technique is a powerful tool to use. (C) 1996 America
n Institute of Physics.