CRYSTAL GROWTH AND ELECTRICAL PROPERTIES
905
relaxation in β-CdP2. The same is evidenced by the
temperature dependence of the peak-loss frequency
(Figs. 2, 3, insets). The temperature effects on the
dielectric properties of β-CdP2 can be interpreted in
terms of several models [7, 8]. The model proposed by
Zhukovskii et al. [7] describes the temperature-depen-
dent permittivity of defect-rich semiconductors in
terms of hopping transport. Electron exchange between
neighboring neutral defects leads to the formation of
dipoles, thereby increasing polarization. We believe
that the present experimental results are best described
by the isolated defect model [8].
ε''
90
60
30
4
3
2
1
CONCLUSIONS
Optically homogeneous single crystals of tetragonal
cadmium diphosphide were prepared by vapor-phase
growth, and their electrical conductivity, dielectric per-
mittivity, and loss tangent were measured between 78
and 400 K. The electrical properties of β-CdP2 were
shown to be anisotropic.
0
100
200
300
400
ε'
Fig. 5. Davidson–Cole diagrams for single-crystal β-CdP
in the [001] direction at frequencies of (1) 100 Hz,
(2) 1 kHz, (3) 10 kHz, and (4) 1 MHz.
2
REFERENCES
ε''
300
200
100
0
1. Lazarev, V.B., Shevchenko, V.Ya., Greenberg, J.H., and
Sobolev, V.V., Poluprovodnikovye soedineniya gruppy
4
3
AIIBV (II–V Semiconductors), Moscow: Nauka, 1978.
2. Trukhan, V.M. and Haliakevich, T.V., Compounds and
Solid Solutions in the Cd–Zn–As–P System, in
Aktual’nye problemy fiziki tverdogo tela (Current Topics
in Solid-State Physics), Minsk: Belaruskaya Navuka,
2003.
3. Aleinikova, K.B., Kozlov, A.I., Kozlova, S.G., and Sobo-
lev, V.V., Electronic Spectrum and Crystal Structure of
the Isomorphous Compounds ZnP2 and CdP2, Fiz.
Tverd. Tela (S.-Peterburg), 2002, vol. 44, no. 7,
pp. 1206–1210.
4. Syrbu, N.N. and L’vin, V.E., Infrared Vibrational Modes
and Chemical Bonding in ZnP2 and CdP2 Crystals, Fiz.
Tekh. Poluprovodn. (Leningrad), 1991, vol. 25, no. 7,
pp. 1136–1145.
5. Trukhan, V.M., Sheleg, A.U., and Fekeshgazi, I.F., Cad-
mium Diphosphide and Zinc Diarsenide Single Crys-
tals—Promising Materials for Electronic Engineering,
Photoelectronics, 2004, no. 13, pp. 15–17.
2
1
0
200
400
600
800
ε'
Fig. 6. Davidson–Cole diagrams for single-crystal β-CdP
in the [100] direction at frequencies of (1) 100 Hz,
(2) 1 kHz, (3) 10 kHz, and (4) 1 MHz.
2
6. Silyavichyus, Z.V., Kezhenis, A.P., and Orlyukas, A.S.,
Superionic Conduction in Tetragonal CdP2 and ZnP2
Single Crystals, Liet. Fiz. Rinkinys, 1986, vol. 26, no. 6,
pp. 759–764.
7. Zhukovskii, P.V., Rodik, A., and Shostak, Yu.A., Dielec-
tric Permittivity andAC Conductivity of Semi-insulating
Cd1 – xMnxTe Semiconductors, Fiz. Tekh. Poluprovodn.
(S.-Peterburg), 1997, vol. 31, no. 6, pp. 714–718.
dence of hopping conduction between structural
defects.
Figures 5 and 6 show the Davidson–Cole diagrams
(ε'' versus ε' at varying temperature and constant fre-
quency) for the [100] and [001] directions, respectively.
The semicircles in Fig. 5 suggest that dielectric relax-
ation is due to two species, differing in relaxation time.
8. Ramirez, A.P., Lawes, G., and Butko, V., Colossal
Dielectric Constant in Braced Lattices with Defects,
CCTOtheory, 2004, vol. 5, no. 4.
Our temperature-dependent permittivity data sug-
gest that several mechanisms underlie the dielectric
INORGANIC MATERIALS Vol. 41 No. 9 2005