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(Tu-P-20) Spinglass behaviour of zinc manganese selenide (Zn1-xMnxSe) and zinc manganese telluride (Zn1-xMnxTe) below percolation limit

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(Tu-P-20) Spinglass behaviour of zinc manganese selenide

(Zn1-xMnxSe) and zinc manganese telluride (Zn1-xMnxTe)

below percolation limit

Citation for published version (APA):

Twardowski, A., Denissen, C. J. M., Jonge, de, W. J. M., Waele, de, A. T. A. M., Demianiuk, M., & Triboulet, R.

(1987). (Tu-P-20) Spinglass behaviour of zinc manganese selenide (Zn1-xMnxSe) and zinc manganese telluride

(Zn1-xMnxTe) below percolation limit. Acta Physica Polonica A, A71(2), 251-253.

Document status and date:

Published: 01/01/1987

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Vol. A71 (1987) ACTA PHYSICA POLONICA

No

2

3.

• •T. r

(Tu-P-20)

SPINGLASS BEHAVIOUR OF Zn1~Mn~Se AND

Zn1.~Mn~Te BELOW PERCOLATION LIMIT*

• 0

By A. TwARDowsKJ~,

C.

3. M.

DENIssEN,

W. 3. M.

DE JONGE,

A.T.A.M.DEWAELE

Department of Physics, Eindhoven University of Technology, Eindhoven, The Netherlands

M.

Dmn~IuK

Institute of Technical Physics, WAT, Warsaw

/

~≥~i

R. TRmouLEr

Laboratoire de~hysique des Solides, CNRS,

Meudon, France

(Received June 3, 1986)

Spinglass phase transition is reported in Zni—~Mn~Se

and Zni

~Mn~Te for

x below

percolation limit.

PACS

numbers: 75.90.+w, 75.40.—s

The magnetic susceptibility of .Zn1_~Mn~Se (0.02

~

x ~ 0.53) and Zn1_~Mn~Te

(0.07

~

x ~ 0.21) was investigated in the temperature range 10 mK ~‘T ~ 40 K. A para

magnetic spinglass transition was obser ed ‘in the whole,. temperature range~ (Fig. 1). The

concentration dependence of the freezing” temperature Tf was found to be compatible

with a radial dependence of the exchange interaction between manganese idi~is of the type

• J(R) ~ R6~8 (Fig. 2). It appears from the available data that this radial dependence is

rather universal for all

11—VT

wide gap semimagnetic semicànductors. A comparison is also

made with other seinimagnetic semiconductors and the ‘physical exchange mechanism

is discussed.

*

Proc. XV School, on Physics of Semiconducting Compowids,. Jaszowiec 1986.

• •

• ‘‘ •t On

leave from the

Institute,

of Experimental Physics, University

of

Wa~saw,,

Wars~w,

Poland.

(3)

I

Fig. 2. Logarithm of the freezing temperature Tf as a function of log x for ZnMnSe

(s),

ZnMnTe (Q—our

data,

v

—[1]), CdMnTe (x —[2]) and CdMnSe (0—[3]). The straight, solid linefittingthe ZnMnSe

and the ZnMnTe data has a slope equal to 2.26 yielding J cc ‘R-6~8. The dashed line indicates J cc R~°

[1] S. P. Mc Alister, J. K. Fu: [2] R. R. Gal4zka, S. Nagata, Symko, D. 3. Zheng, S. Os R. Triboulet, 3. L. Tholen [3] M. A. Nowak, 0. G. Symk

252

F: 40 30 20 10 • Zn1~ Mn~ Se ° Zn1~ Mn~Te Zn1~Mn~Te II / I / V / T 1•

P

/ / / / /

SG

I

I

0 0.2 0.4 0.6 0.8

x

Fig. 1. Phase diagram for ZnMnSe (G) and ZnMnTe (Q—our data, ~ —[1]). The dashed line is a guide

to the eye only

x

C

(4)

253

REFERENCES

[1] S. P. Mc Alister, 3. K. Furdyna, W. Giriat, Phys. Rev. B29, 1310 (1984).

[2] R. R. Gal4zka, S. Nagata, P. H. Keesom, .Phys. Rev. B22, 3344 (1980); M. A. Nowak, 0. G. Symko, D. 3. Zheng, S. Oseroff, J. App!. Phys. 57, 1, 3418 (1985); M. Escorne, A. Mauger, R. Triboulet, 3. L. Tholence, Physica 107B, 309 (1981).

[3] M. A. Nowak, 0. G. Symko, D. G. Zheng, S. Oseroff, Physica 126B, 469 (1984).

0.8

—[1]). The dashed line is a guide

0.5 v

7’

10.0 5.0 1,0 ~ 0.5 0.1 0.05 0.01

,i

.~

ZnMnSe

(•),

ZnMnTe ([1—our

~ht, solid line fitting the ZnMnSe e dashed line indicates J cc R’~°

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