The magnetic susceptibilities (χ) of a series of single-phase Ti-Al alloys have been measured in the temperature range 74-400 K. In addition, the susceptibility temperature dependences, χparallel(T) and χperpendicular(T), of single crystal specimens of pure Ti and the intermetallic compound Ti3Al were measured and correlated with the results of lattice-parameter (c, a) thermal expansion studies. In pure Ti, both χparallel(T) and χperpendicular(T) (4.2-400 K) are relatively temperature independent below about 70 K, the range within which the volume thermal expansion coefficient is practically zero; and increase linearly above about 130 K, in which region c and a both expand linearly. For Ti3Al, changes of slope of χparallel(T) and χperpendicular(T) (78-400 K) occurring near 200 K and 300 K were accompanied by distinct changes in the rates of thermal expansion of c and a.
As a result of these and other experiments, several statements could be formulated relating to the susceptibility temperature dependences, χ(T), of Ti and Ti-Al alloys: (i) χ(T) was strongly responsive to thermally-induced lattice-parameter changes: (ii) for a family of Ti-Al solid solutions, χ(T) was relatively insensitive to solute concentration; (iii) the total susceptibility was anisotropic; (iv) of the total susceptibility, only about one-third could be accounted for by the calorimetrically measured Fermi density-of-states, n(EF), the remainder being due chiefly to orbital paramagnetism; (v) curvature of n(E)]E=EF is incapable of accounting for χ(T) in the systems under study.
To satisfy the experimental observations it was suggested that the principal mechanism for susceptibility temperature dependence in Ti and Ti-Al alloys is lattice-expansion-induced variation of the orbital paramagnetism.