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HAL Id: jpa-00249345

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Submitted on 1 Jan 1995

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Electrical and Dielectric Properties of Zn0.8Co0.2Fe2O4

M. Ahmed, M.A. El Hiti

To cite this version:

M. Ahmed, M.A. El Hiti. Electrical and Dielectric Properties of Zn0.8Co0.2Fe2O4. Journal de

Physique III, EDP Sciences, 1995, 5 (6), pp.775-781. �10.1051/jp3:1995103�. �jpa-00249345�

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J. Phys. III FFance 5 (1995) 775-781 JUNE 1995, PAGE 775

Classification Physics Abstracts

72 51.20 77.40

Electrical and Dielectric Properties of Zno,8Coo_2Fe204

M-A- Ahmed and MA. El Hiti

Physics Department, Faculty of Science, Tanta University, Tanta, Egypt

(Received 15 November 1994, reiised lo February1995, accepted 15 March 1995)

Abstract. DC, AC electrical resistivity (pdc and p~~ (w) and dielectric properties (e' and tan b) were studied for Zno 8Coo_2Fe204 ferrite samples prepared at sintering temperatures (Ts)

in the range 1273 to 1473 K by the usual ceramic technique. The experimental results indicated that the DC and AC electrical resistivity, Curie temperature (T~) and activation energies for

electrical conduction (Ep and Ef) decrease as the sintering temperature increases. The DC electrical conductivity increases as the temperature increases. It was found that e', tan b and p[~ (w) decrease as frequency increases.

1. Introduction

Polycrystalline ferrites are good dielectric materials with low conductivity and have a wide field of technological applications in the range from microwave to radiowave frequencies. The elec- trical, dielectric, magnetic, thermal and structural properties of the magnetic semiconductor

ferrites are very sensitive to the chemical composition, type and amount of additives, sintering temperature and time. The effect of sintering temperature on the electrical properties was reported for Ni-Zn ferrite [1-3], Cu-Co ferrite [4], Cu-ferrite [5], Ni-ferrite [6], Mn, Mg and Co-ferrite [7], Co and Zn-ferrite [8] and for many other ferrites [9]. The dielectric behavior

was studied for Co-Zn ferrite [10-12], Ti-Li ferrite [13] and Mn-Zn ferrite [14). When the electrical and dielectric properties was studied for Co-Zn ferrite, it was reported that the com- position Zno.8Coo,2Fe204 had a high value of dielectric constant and AC conductivity [10,15].

Therefore, the authors aimed to study the effect of sintering temperature (Ts) on the DC, AC electrical resistivity, dielectric constant (e'), dielectric loss (tan b), Curie temperature (T~) and activation energies for electrical conduction (Ep and Ef) for this critical composition of

Zno.8Coo.2Fe204 prepared by the usual ceramic technique. The effect of frequency of the ap-

plied electric field on the real AC electrical conductivity, dielectric constant and dielectric loss

was studied too.

2. Experimental

High purity Coo, ZnO and Fe203 oxides were mixed in molar ratios to give the composition Zno_8Coo_2Fe204. The powders were vibromixed for two hours to obtain good homogeneity.

@ Les Editions de Physique 1995

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776 JOURNAL DE PHYSIQUE III N°6

The mixed powders were pressed in the form of discs and sintered at temperatures of 1273 K,

1323 K, 1373 K, 1423 K and 1473 K for two hours at atmospheric pressure. After sintering,

the furnace was switched oft and the samples were left inside to cool slowly with a cooling

rate of about 2 K/mn. The surfaces of the discs were smoothly polished then, coated with a thin layer of silver paste as contact electrodes for electrical measurements. The samples were placed between two electrodei in an evacuated cell of silica tube supported with a furnace.

The temperature of the samples was measured and controlled using Chromel-Alumel thermo-

couples attached to the samples. The DC electrical conductivity was measured at different temperatures (T) in the range from 296 K to 526 K using Ohm's law. The real AC electri- cal conductivity (a[~), dielectric constant (e') and dielectric loss (tan b) were measured using

a complex impedance technique (lock-in amplifier, Stanford type SR 510, USA). The sam- ples preparation and experimental measurements were carried out at Department of Physics,

Faculty of Science, Tanta University.

3. Results and Discussion

3.I. EFFECT OF TEMPERATURE. The effect of temperature (T) on the DC electrical re- sistivity (pdc) is presented in Figure 1 for all the studied samples. Figure clearly indicated that the DC electrical resistivity decreases as temperature (T) of the sample increases. This

decrease in the resistivity is due to the semiconductive behavior of the studied composition Zno,8Coo_2Fe204 which is controlled by the following form

pdc

"

Po expjE/kTj (1)

where po is the pre-exponential constant, k is Boltzmann's constant and E is the activation energy in eV for electrical conductions. As shown in Figure 1, the logarithmic representation

9

~

u

~

4 7 ~

j m

6

5

4

1.9 2,1 2.3 2.5 2.7 2.9 3.1 3.3 3.5

iO~/T (K~']

Fig. I. Effect of temperature on the DC electrical resistivity for Zno_8Coo,2Fe204 samples prepared

at different sintering temperatures.

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N°6 ELECTRIC AND DIELECTRIC PROPERTIES OF Zno.8Coo.2Fe204 777

of equation (I) gives a straight line for each sample, the line being broken at the Curie tem-

perature (T~). At the Curie (magnetic transition) temperature, the sample changes from the

ferrimagnetic to the paramagnetic state. The activation energies for the paramagnetic (Ep)

and ferrimagnetic (Er) regions were determined from the slopes of the lines on both sides of T~ for each sample.

3.2. EFFECT OF FREqUENCY. The frequency dependence of the real AC electrical con-

ductivity a[~(w) measured at room temperature is illustrated in Figure 2. It is clear that the real AC electrical conductivity increases as the frequency of the applied electric field increases.

The relationship between the real AC electrical conductivity and the frequency can be written in the form of a power law [16] as follows:

°lc(~°)

"

B~°~ (2)

where B and n are constants which depend on both the temperature and composition and

w

=

2~ f is the angular frequency. The logarithmic representation of equation (2) as shown in

Figure 2 gives a straight line, the slope of which equals the exponent n for the studied samples.

Log m

1~73 ~

,~23 K

1373 >

,~73 ~ -8

3 3.2 3.4 3.6 3.8 4 4.2 4.4 4.6 4.8 5

Logf

Fig. 2. Frequency dependence of the real AC electrical conductivity.

The effect of frequency on the real dielectric constant (e') and dielectric loss (tan b) measured

at room temperature is presented in Figure 3a,b respectively. It is clear that both e' and tan b decrease as the frequency increases. Dielectric dispersion can be observed in Figure 3. This decrease in e' and tan b was observed earlier for Co-Zn ferrite [10, iii, Ni-Zn ferrite ii?] and Li-Ti ferrite [13]. The decrease in the values of both e' and tan b as the frequency increases

can be related to the electron exchange interaction between the Fe~+ and Fe3+ ions which can

not follow the alternation of the applied electric field beyond a certain critical frequency [17].

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778

,

JOURNAL DE PHYSIQUE III N°6

in 4

(o) (b)

lo 3

~ ua

( ~473 k

jQ

-

1423 K K

1423 K ~~73

~ lo

K 1273 K

I o-1

0 20 40 60 80 loo O 20 40 60 80 loo

F ~KHzl F iKHzi

Fig. 3. Frequency dependence of the: a) real dielectric constant; b) dielectric loss.

3.3. EFFECT OF SINTERING TEMPERATURE. The Curie temperature (T~) as function of

sintering temperature (T~) was calculated from Figure I to be listed in the second column of Table I. It is clear that the Curie temperature decreases as the sintering temperature (Ts)

increases. In this study T~

=

314 K for the sample sintered at 1473 K, while T~

=

443 K for Zno.8Coo.2Fe204 sample prepared at a sintering temperature Ts

=

1523 K [10], in another study T~ does not appear for the sample prepared at Ts

=

1573 K [18]. These deviations can

be related to the variation of preparation conditions. The effect of sintering temperature on the exponent n was calculated from Figure 2 to be listed in the third column of Table I. It is clear that the exponent n increases as the sintering temperature increases. n has values

between 0.24 and 0.37 for the studied samples. It was reported earlier [19] that the exponent

n has values between 0 and I. For n

=

0, the electrical conduction is frequency independent

or DC conduction while it is frequency dependent for n > 0.

The effect of sintering temperature on the activation energies for electrical conduction (Ep

and Er) is shown in Figure 4. It is clear that the activation energy for the paramagnetic region (Ep) is higher than that for the ferrimagnetic region (Er). This can be related to the fact that

the ferrimagnetic state is an ordered state while, the paramagnetic. state is a disordered state in which a charge carrier needs more activation energy to jump between adjacent sites. The

activation energies decrease as the sintering temperature increases.

The activation energies for our sample sintered at 1473 K, were found to be Ep

=

038 eV and Er

=

o.13 eV while the published results were Ep

=

0.64 eV and Er

=

0.43 eV for sample prepared at 1523 K [10], Er

=

0.22 eV for sample prepared at 1473 K [20].

The effect of sintering temperature (T~) on the DC and real AC electrical resistivity (pdc and

p[~(uJ)) is represented in Figure 5a, b for the dielectric loss (tan b) and real dielectric constant

(e'). The results in Figure 5 were measured at room temperature, besides this p[~(w), e' and tan b were measured at a frequency of1 kHz. The DC (pdc) and real AC (p[~(w) electrical

resistivity in Figure 5a decreased while the real dielectric constant (e') and dielectric loss (tan

&) in Figure 5b increase as the sintering temperature increases. During samples preparation,

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N°6 ELECTRIC AND DIELECTRIC PROPERTIES OF Zno.8Coo 2Fe204 779

0.7

o.6

oti ~P

0.4

~

u1

0.2

O.

O

250

T~IK]

Fig. 4. Variation of activation energies for electrical conduction with the sintering temperature.

~~i

~~j (b)

_~ 10

~

#

, ~

~l i

an

io6

O-1

1250 1310

Ts lKl Ts lKl

Fig. 5. Effect of sintering temperature on the: a) DC and AC electrical resistivity, b) e' and tan b.

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780 JOURNAL DE PHYSIQUE III N°6

Table I. Effect of smtenng temperature (Ts) on both the Curie temperature (T~) and the

ezponent n.

T (K) n

1273 349 0.237

1323 340 0.252

1373 332 0.276

1423 323 0.276

1473 314 0.309

the chemical reaction completely takes place and no oxides of high resistivity remain without interaction at higher sintering temperature. On the other hand, the grains grow up in size

decreasing the grain boundary density between them. The samples became more dense and

homogeneous as the sintering temperature. Mossbauer investigation of Co-Zn ferrites proved

the cation distribution formula [21] as follows:

(zn~fei-~-yC°y)lC°1-~-yfei+~+v1°4

where the first and second square brackets denote the tetrahedral (A-sites) and octahedral

(B-sites) sites respectively. Zinc ions occupy the tetrahedral sites while cobalt and iron ions have two valences therefore partially occupy both the tetrahedral and octahedral sites. The presence of cobalt ion on the octahedral sites for the spinels predominates the following ion

exchange interaction [22]

Co~+ + Fe~+ = Co~+ + Fe~+

In Co-Zn ferrites, the n-type semiconductor is due to the hopping of electron from Fe~+ to Fe~+ ion, while the p-type is related to the jumping of hole from Co~+ to Co~+ ions [23]. For

sample sintered at higher temperature, Co3+

may also present along with Co~+ and hopping

of holes is probable according to previous ion exchange interaction, the conduction mechanism is enhanced and the resistivity of the sample (pdc and p[~) is reduced as indicated in Figure

5a. The higher is the activation energy and Curie temperature, the higher is the electrical

resistivity [24]. This explains the decrease in both the DC and AC electrical resistivity in

Figure 5, Curie temperature in Table I and activation energies for electric conduction in Figure

4 as the sintering temperature increases.

4. Conclusion

The results of this work could be summarized as follows:

The DC and AC electrical resistivity (pdc and p[~(w)), activation energies for electrical con- duction (Er and Ep) and Curie temperature (T~) decrease while the real dielectric constant

(e') and dielectric loss (tan b) increase as the sintering temperature (Ts) increases. The DC electrical resistivity decreases as the temperature increases. The real AC electrical conduc-

tivity a[~(w) increase while the dielectric constant (e') and dielectric loss (tan b) decrease as

frequency of the applied electric field increases.

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N°6 ELECTRIC AND DIELECTRIC PROPERTIES OF Zno.8Coo 2Fe204 781

References

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colloidally precipitated particles, IEEE Trans. Magn. 5 (1989) 4405.

(2] Naik A-B- and Powar J-I-, Dependence of the conductivity and activation energy of NiZn ferrites

on temperature and porosity, Indian. J. Pure Appt. Phys. 23 (1985) 436.

(3] Zang Y. and Xio-Ping B., the effect of post-heat treatment on stucture, magnetic and mechanical

properties of hot isostatic pressed (HIP) NiZn ferrite, IEEE Tmns. Magn. 25 (1989) 4239.

(4] Eatah A-I-, Ghani A-A-, El Shahat M-F- and El Faramawy E., Temperature dependence of ther- moelectric power and electrical resistivity in Cu~coi-xFe204 ferrite, Phys. Stat. Sol. A 104

(1987) 793.

(5] Eatah A-I-, Ghani A-A- and El Faramawy E., Effect of sintering temperature on the electrical

conductivity and thermoelectric power

on CuFe204, Phys Stat. Sol. A 105 (1988) 231.

(6] Guyot M., Merceron T. and Raibaut M., "Investigations of the transport properties of Ni-Ferrites

by means of electrical conductivity and magnetic after-effect measurement", Ferrites, Proc. Inter.

Conf., Japan, September-October 1980; Guyot M., DC and low frequency conductivity of nickel ferrite and influence of microstructure, J. Magn. Magn. Mater. 15-18 (1980) 925.

(7] Van Uitert L-G-, High resistivity nickel ferrites-The effect of minor additions of manganese

or

cobalt, J. Chem. Phys. 24 (1956) 306.

(8] Gillot B. and Jemali F., Dependence of the electrical properties in iron-cobalt, iron-zinc ferrites

near stiochemetry on firing, Phys. Stat. Sol. A 76 (1983) 601.

(9] Kulikowski K., Soft magnetic ferrites-Development or stagnation, J. Magn. Magn. Mater. 41

(1984) 56.

(10] Josyulu O-S-, and Sobhanadri J., DC conductivity and dielectric behavior of cobalt zinc ferrites, Phys. Stat. Sol. A 59 (1980) 323.

(11] Ahmed M-A-, El Nimr M-K-, Tawfik A. and Abbo El Ata A-M-, Effect of magnetic order on the

conductivity in CoZn ferrites, J. Mater. Sm. Lett. 7 (1988) 639.

[12] Jankowski S., Dielectric dispersion in polycrystalline ferrites: Random network model, J. Am.

Ceram. Soc. 7 (1988) c-176.

(13] Kuanr B-K- and Srivatava G-P-, Dispersion observed in electrical properties of titanium substi- tuted lithium ferrites, J. Appt. Phys. 75 (1994) 6115.

(14] Haberey F. and Wijn H-P-J-, Effect of temperature on dielectric relaxation in polycrystalline ferrites, Phys. Stat. sol. A 26 (1968) 231.

[15] Murthy S-R-, Dielectric behavior of CoZn ferrite, J. Mater. Sm. Lett. 3 (1984) 1049.

[16] Yamazsaki Y. and Satou M., High frequency conductivity in cobalt iron ferrites, Jpn J. Appt.

Phys. 12 (1973) 988.

[17] Murthy V-R- and Sobhanadri J., Dielectric properties of nickel-zinc ferrites at radiofrequency, Phys. Stat. Sol. A 36 (1976) K133.

[18] Satyanarayana R., Murthy S-R-, Rao T-S- and Rao S-M., Electrical conductivity of CoZn ferrites,

J. Less Common Met. 86 (1983) 115.

[19] Jonscher A-K-, Dielectric Relaxation in Solids (Chelsea, Dielectric Press, London, 1983) p. 87.

[20] Ahmed M-A-, Electrical properties of CoZn ferrites, Phys. Stat. Sol. A 111 (1989) 567.

[21] Petitt G-A- and Forester D-W-, Mossbauer study of cobalt zinc ferrites, Phys. Riu. B 4 (1971)

3912.

(22] Parker R., Grifliths B-A- and Elwell D., The effect of colbalt substitution on electrical conduction in nickel ferrite, Br. J. Appt. Phys. 17 (1966) 1269.

(23] Van Uitert L-G-, Direct current resistivity in Ni and Ni-Zn ferrite system, J. Chem. Phys. 23

(1955) 1883.

(24] Koops C-G., On the dispersion of resistivity and dielectric constant of semiconductors at audiofre-

quencies, Phys. Rev. 83 (1953) 121.

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