Unexpected magnetic behaviour in a singlet crystal field ground state induced by Tb 4f-instability
Article
Received:
- 16 Downloads
- 2 Citations
Abstract
The magnetic susceptibility (χ) of Th1-xTb x alloys (with 5<x<55a/o Tb) in the range of 1 K<T<350K and the specific heat (forx=1.5a/o Tb) for 0.5<T<10 K were measured. A maximum in χ(T) was observed at a temperature which depends on concentration. The crystal field level scheme that fits the specific heat measurements shows two non-magnetic singlets as lowest levels. Such ambiguity is discussed within the framework of the 4f-Tb instability. The results are in agreement with the matrix superconductiveT c decrease. The contribution of the interconfigurational mixing on χ and the specific heat is also discussed.
Keywords
Spectroscopy Neural Network State Physics Complex System Magnetic Susceptibility
These keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
Preview
Unable to display preview. Download preview PDF.
References
- 1.See for example: Handbook of chemistry and physics, 64th ed., p. D-50. Boca Raton: CRC-PressGoogle Scholar
- 2.Palenzona, A.: Thermod. Acta25, 252 (1978)Google Scholar
- 3.Slebarski, A., Wohlleben, D., Weidner, P., Röhler, J., Freimuth, A.: J. Mag. Mag. Mat.47–48, 595 (1985)Google Scholar
- 4.Sereni, J.G.: J. Less Common Met.86, 287 (1982)Google Scholar
- 5.See for example: Proceedings of the ICM 85. Rhyne, J., Cooper, B., Huber, D., Koon, N., O'Handley, R., (eds.). Amsterdam, New York: North Holland 1986Google Scholar
- 6.Jayasuriya, K., Campbell, S., Stewart, A., Gopal, E.: J. Mag. Mag. Mat.31–34, 1055 (1983)Google Scholar
- 7.Lea, K.R., Leask, M.J., Wolf, W.P.: J. Phys. Chem. Solids23, 1381 (1962)Google Scholar
- 8.Sereni, J.G., Nieva, G., Huber, J.G., Braun, E., Oster, F., Brück, E., Roden, B., Wohlleben, D.: J. Mag. Mag. Mat.63–64, 597 (1987)Google Scholar
- 9.Souletie, J., Tournier, R.: J. Low. Temp. Phys.1, 95 (1969)Google Scholar
- 10.Birgenau, R.J.: J. Phys. Chem. Solids33, 59 (1972)Google Scholar
- 11.See for example: Wittershagen, B., Wohlleben, D.: J. Mag. Mag. Mat.47–48, 79 (1985)Google Scholar
- 12.Guertin, R.P., Bulmann, J.B., Huber, J.G., Parks, R.D.: Physica102 B, 151 (1980)Google Scholar
- 13.Keller, J., Fulde, P.: J. Low Temp. Phys.4, 289 (1971)Google Scholar
- 14.Luengo, C.A., Cotignola, J.M., Sereni, J.G., Sweedler, A.R., Maple, M.B., Huber, J.G.: Solid State Commun.10, 459 (1972)Google Scholar
- 15.Rizzuto, C.: Rep. Prog. Phys.37, 147 (1974)Google Scholar
- 16.Davidov, D., Orbach, R., Rettori, D., Shaltiel, D., Tao, L.J., Ricks, B.: Phys. Rev. B5, 1711 (1972)Google Scholar
- 17.See for example: Maple, M.B.: Appl. Phys.9, 179 (1976)Google Scholar
- 18.Tovar, M., Arce, R.: Physica107 B, 639 (1981)Google Scholar
- 19.Sereni, J.G., Huber, T.E., Luengo, C.A.: Solid State Commun.29, 671 (1979)Google Scholar
- 20.Lawrence, J.M., Riseborough, P.S., Parks, R.D.: Rep. Prog. Phys.44 (1982) in page 24Google Scholar
- 21.Bates, L.F., Newmann, M.M.: Prog. Phys. Soc.72, 345 (1958)Google Scholar
Copyright information
© Springer-Verlag 1988