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Electrophysical properties of p- and n-type InSe intercalated with Li and Ba

V. Kulbachinskii, M. Kovalyuk, M. Pyrlya

To cite this version:

V. Kulbachinskii, M. Kovalyuk, M. Pyrlya. Electrophysical properties of p- and n-type InSe intercalated with Li and Ba. Journal de Physique I, EDP Sciences, 1994, 4 (6), pp.975-979.

�10.1051/jp1:1994116�. �jpa-00246958�

(2)

Classification

Physics

Abslracts 71.25T

Electrophysical properties of p- and n-type Inse intercalated with Li and Ba

V. A.

Kulbachinskii,

M. Z.

Kovalyuk

and M. N.

Pyrlya

Low

Temperature Physics

Department, Physics Faculty, Moscow State Lomonosov

University,

119899, Moscow, Russia

(Received 7 Decelnber 1993,

accepled

Il Februaiy 1994)

Abstract. p-polytype of Inse surgie crystals of p- and n-type are intercalated with Ba and Li by electrochemical process. This

compound

shows to be a

good

host for the insertion of Ba or Li

atoms at room temperature. The temperature dependence of the resistivity in the temperature

range 4.2<T<300K and the magnetoresistance at T=4.2K are

investigated.

Electrical transport measurements on Ba or Li intercalated n-Inse and

p-Inse

show a decrease for n-Inse and

an increase for

p-Inse

of the

resistivity

with respect to non-intercalated

samples.

Weak localization

was observed in the host n-Inse samples.

Introduction.

Indium selenide

crystals belong

to the A'~~B~~

family

of

layer

semiconductors. Inse

crystallizes

into stacked

hexagonal layers

each

consisting

of four

close-packed

monoatomic sheets in the sequence Se-In-In-Se. Inse is characterized

by

strong covalent bonds inside the

layer

and it has the

predominantly

van der Waals nature of

interlayer

bonds. The existence of van der Waals

gaps allows one to insert guest atoms between

layers.

Ba or Li intercalated indium selenide may be

applied

as solid solution electrodes, in

particular

in those cases where intercalation is

possible

over a wide

stoichiometry

range. For this reason Inse is a

good

candidate as intercalation electrodes. Its

photoconductive

behaviour and

photomemory

effect

[1, 2]

permit the

design

of a dual device a

secondary battery,

combined with a

photovoltaic

system.

Weak

interlayer

bonds facilitate the existence of several

polytypes conesponding

to a

different

stacking

sequence of the

layers.

The

simplest

and most described

polytypes

in the

family

A~~~B~~ are e,

p

and y. The influence of Li intercalation on the emission spectrum of Inse was

investigated

in references

[3, 4].

Here we report on the influence of the intercalation with Ba and Li on the temperature

dependence

of the

resistivity (4.2

~ T

~ 300

K)

and on the

magnetoresistance at T

=

4.2 K

(B

~ 7

T)

of the

p-Inse

p- and n-type.

(3)

976 JOURNAL DE PHYSIQUE I N° 6

Samples

and

experimental technique.

Single crystals

of

p-Inse (with

the space symmetry group

D(~)

were grown

by

the

Bridgman

method.

Samples

with dimensions 4 x x 0.5 mm were cut from an mgot

by

a diamant saw.

The intercalation was

performed by

an electrochemical process. This method

gives

the

possibility

to obtain

crystals

intercalated with a concentration of metallic atoms up to

10~'

cm~ ~. The Inse electrode was mounted in a way to expose the

layers perpendicular

to the c-axis, to the

electrolyte.

The cell was at direct cunent which never exceeded 10 ~LA. The

number of intercalated atoms was calculated from the

charge

which flowed

through

the

samples.

To obtain uniform

samples

we used a small cunent and a

long

time of

exposition

of the

sample

in a solution.

Electrical contacts to the

samples

were made

by

In

evaporation

or silver

paint.

Both types of

contacts appear to have ohmic behaviour at the current range

10~~-10-6A. During

the

measurements the current was directed in basai

plane along

the

c~-axis

and the magnetic field

was

applied perpendicular

to the cunent and to the

layers.

A

magnetic

field up to 7 T was

produced

with the

help

of a

superconducting

solenoid.

The host

samples

of Inse

(n-type semiconductor)

had a room

temperature resistivity

value of p w 20 Ohm. cm

(first type)

or p 1300 Ohm. cm

(second type).

For the

synthesis

of p-type

Inse we

doped

Inse with 0.1at% Zn

[5, 6].

The room temperature

resistivity

of the

p-Inse samples equals

p

1 3 000 Ohm. cm.

Results.

In

figure

we show the temperature

dependences

of the resistance of

(1)

a host n-Inse

sample

of the first type

(room

temperature

resistivity

p 1 20 Ohm.

cm),

the same

sample

intercalated

with Ba up to a concentration of about

10'~

cm~ ~

(2

and

10~°

cm~ ~

(3

). In

figure

2 we present

the temperature

dependence

of the resistance of a host n-Inse

sample

of the second type

(room

temperature

resistivity

p

w 300 Ohm.

cm) (1),

the same

sample

intercalated with Ba up to a

concentration of Ba atoms of about

10~° cm~~ (2

and the

same

type

of

sample

intercalated

with Li with the same concentration

(3).

In the temperature range 100~T~ 300K we

observed an activation behaviour of the resistance with the activation energy

E~w

190 mev for the second type of the

samples (an

activation behaviour is shown m

Fig.

2

by straight fine).

The electrical

properties

of the host materials are modified due to Ba or Li intercalation. Ba or Li intercalation enhances the n-character of the

samples. Resistivity

is thus decreased in

Ba,Inse

or

Li,Inse

m the whole temperature range. For low temperatures Ba or Li intercalated n-Inse shows a

change by

several orders of

magnitude

of the

resistivity

with respect to non mtercalated

samples.

The value of activation energy decreases from

-

190 mev to -170 mev for the

high

resistance

samples.

For the first time we also

mvestigated

the influence of Ba or Li intercalation on the electrical properties of

p-Inse.

In

figure

3 we show the temperature

dependence

of the resistance for host

p-Inse (curve

1), Ba

(2)

and Li

(3)

intercalated

samples.

A

comparative study

of n-Inse and p- InSe

samples

shows that Ba or Li intercalation enhances the n-character of the

samples.

For p- type

Li,Inse

or

Ba,Inse,

resistivity increases as x

increases,

due to the hole compensation as Li

or Ba enters the lattice.

The

positive

transverse magnetoresistance observed in Inse for temperatures T~50K decreased as a result of

coohng,

and then became

negative

m low

magnetic

field rismg m the absolute sense as a result of

cooling

to 4.2 K. After the initial

negative

magnetoresistance a

further mcrease m the magnetic field created a

positive

effect

(Fig. 4,

curve

1).

The negative magnetoresistance has the

followmg

features : 1) it

depends quadratically

on the magnetic field

m weak fields up to B - 0.01Tesla

2) lowering

of T reduces the range of the

quadratic

(4)

log(R,koml

loglRkom)

<

2

3

3

3

0 10 o 10 ~'

Fig.

l.

Fig.

2,

Fig. l.

Dependence

of the resistance

(logarithmic

scale) on the reciprocal of temperature : 1) n-Inse

2) n-Inse

(10'~ Ba)

3) n-Inse

(10~° Ba).

Fig. 2. Dependence of the resistance (loganthmic scale) on the reciprocal of temperature : 1) n-Inse ; 2) n-Inse

(10~°Ba)

; 3) n-Inse

(10~°Li).

dependence

;

3) beginning

from B

1 0.03 Tesla the

resistivity depended logarithmically

on the magnetic field.

Figure

5 shows the relative

change

m the resistance of n-Inse at T=

4.2 K

plotted

as a function of the square

(a)

and of the

logarithm (b)

of the magnetic field. After the intercalation the magnetoresistance becomes

positive.

The relative

change

in the resistance

AR/Ro

was very small for the intercalated

samples (curve

2,

Fig. 4).

In intercalated

samples

the anisotropy of

conductivity

becomes less than in host

crystals.

Discussion.

The characteristic features of the magnetoresistance observed at T

~ 10 K in the host n-Inse

samples

are m fuit agreement with the

theory

of quantum corrections to the

conductivity

m the two-dimensional case

[7-9], according

to which the

magnetoresistance

should be

quadratic

m

weak fields and

logarithmic

in strong fields. The

quadratic dependence

range should

expand

on

the increase of the temperature, as observed

experimentally.

The results obtamed indicate that

at low temperatures the

conductivity

of our

crystals

was

govemed by

the two-dimensional electrons which exhibited weak

localization,

because of the capture of electrons

by

two-

dimensional defects in the basai

plane, typical

of A~~~B~~

layer crystals [10].

In

n-type

Inse at

(5)

978 JOURNAL DE PHYSIQUE I N° 6

7)

log(R,Moml

3

2

'~

o Q5

Fig. 3.

Dependence

of the resistance

(logarithmic

scale) on the

reciprocal

of temperature : 1)

p-Inse

2) p-Inse

(10~' Ba)

3)

p-Inse (10~' Li).

~#

,?o

Bi

(mT)~

B mT

°

40 80 120 20 100~

éo

$

~ce o

ce

.~~

~ OE

<

2 .

20 B,Tesla (a) (b)

Fig.4.

Fig.5.

Fig.

4.-Dependence

of the relative change in the resistance AR/Ro of magnetic field B at T 4.2 K : 1) n-Inse, 2) n-Inse

il

0~°

Ba).

Ro is the resistance at B

= 0.

Fig.

5. Relative

change AR/Ro

in the resistance of n-Inse

sample

at T 4.2 K

plotted

as a function of the square (a) and the

logarithm

(b) of the magnetic field.

T ~ 2 K clear Shubnikov-de Haas oscillations were observed due to two-dimensional electrons present with a

density

of 2 x 10~ ~'

cm~~ [11 ].

Ba or Li intercalation results m an increase of the free electron concentration m n-Inse and the weak localization regime

disappears.

In

Li,Inse

or

Ba,Inse samples

we may observe

only

(6)

weak

positive

magnetoresistance

(see Fig. 4),

which is a

typical

for disordered metallic systems.

Li,Inse

and

Ba,Inse samples

possess 3D

conductivity

at low temperatures. Thus after the mtercalation process the conduction is due to bulk process.

For

p-Inse samples

we observed an activation behaviour of the

conductivity (see Fig. 3).

For p-type

Li~Inse

or

Ba,Inse

the

resistivity

mcreases as x mcreases due to the hole compensation

as Li or Ba enters the lattice.

At room temperature the

change

in

conductivity

due to intercalation is not so

high

as

expected

from the concentration of the intercalated atoms. It means that

charge

transfer from mtercalated atoms to Inse matrix is net very effective at this

temperature.

The same result was

obtained

by optical

method for

y-Inse

intercalated with Li

[4].

In conclusion we may

emphasize

that the electrochemical reaction was reversible. Thus Li and Ba intercalated Inse may be used in solid state ionic devices. The

change

of carrier

concentration is a result of the Fermi level

displacement

owmg to the

change

transfer from the mtercalate. The same result was obtained for

Bi~Te~

mtercalated with Li or Ba

[12].

References

[Ii Segura, A., Guedson J. P., Besson J. M. and Chevy A., J. Appt. Phys. 54 (1982) 876.

[2] Brandt N. B., Kulbachinskii V. A., Kovalyuk Z. D., Fiz. Tekh. Polupiovodn. 22 (1988) 1657 (Soi,.

Phys.

Selnicond. 22 (1988) 720).

[3] Julien C., Hatzikraniotis E.,

Paraskevopoulos

K. M.,

Chevy

A. and Balkanski M., Solid S1a1e lonics 18 & 19 (1986) 859.

[4] Julien C., Jouanne M., Barret P. A., Balkanskii M., Maler. Soi. Erg. 83 (1989) 39.

[5] Shigetomi S., Ikari T.. Koga Y., Jpn J. Appt. Phys. 20 (1981) L343.

[fil Segura A., Martinet-Thomas C., Cozanovas A., CantareroA., Martmez-PastorJ., ChevyA., Appt. Phys. A 48 (1989) 445.

[7] Abrahams E., Andersen P., Licciardello D. C. and Ramakrishnan T. V.,

Phys.

Rev. Lett. 42 (1979) 673.

[8] Altshuler B. L., Aronov A. G. and Lee P. A., Phys. Rev. Letl. 44 (1980) 1288.

[9] Altshuler B. L., Aronov A. G., Larkin A. I. and KhmeInitskii D. E., Zh. Eksp. Teor. Fiz. 81(1981) 768 (Sov.

Phys.

JETP 54 (1981) 4 Il).

loi Kress-Rogers E., Happer G. F., Nicholas R. J., Hages W., Portai J. C. and Chevy A., J. Phys. C 16 (1983) 4285.

Il Brandt N. B., Kulbachinskii V. A.,

Kovalyuk

Z. D. and Lashkarev G. V., Fiz. Teckh. Poluproi,odn.

21

(1987)

1001 (Sov.

Phys.

Selnicond. 21

(1987)

613).

[12] Brandt N. B., Kulbachinskii V. A., Physica 8173 (1991) 303.

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