The structural data on the orthorhombic phase of K2Cd2(SO4)(3) at four
different temperatures of Abrahams et al. (1978) [J. Chem. Phys., 68,
1926] is reanalyzed in terms of frozen symmetry modes. The eigenvecto
r of the primary distortion present in the orthorhombic phase is deriv
ed. The temperature variation of the amplitude of the order parameter
is determined and compared with those of the amplitude of the frozen s
econdary distortion and the amplitude of the orthorhombic strain. In c
ontrast with some previous literature, it is shown that, within experi
mental accuracy, all these magnitudes exhibit the correlation expected
from a conventional Landau model.