1. Introduction
Hall effect and Thermoelectric power studies are widely used in the interpretation of the conduction mechanism in semiconductors. The interpretation of Hall effect results in straight forward and it gives precise results. However in the case of low mobility semiconductors such as ferrites, it is sometimes difficult to measure the Hall Effect. In such cases the thermoelectric measurement is the only alternative. More ever, the measurement of thermo e.m.f. is simple and its sign gives vital information about the type of conduction in semi conductors i.e. whether they are n-type or p-type.
As per the present authors knowledge no information is available on thermoelectric power studies of mixed CuCd ferrites in the literature. Moreover, there is need for thorough study of thermo electric power studies of Cadmium substituted Copper ferrites as a function of composition and temperature. The results of such study are presented in this communication.
2. Experimental
Mixed Cu-Cd ferrites having the compositional formula Cu1–xCdxFe204 (where x = 0.2, 0.4, 0.6 and 0.8) were prepared by double sintering technique.
The Seebeck coefficients were measured by differenttial method [1] from room temperature to well beyond the Curie temperature. The temperature gradient across the sample was measured using two pairs of copper constant thermo couples. The sample was mounted on top of two well separated copper blocks with silver paint. The temperature difference between two ends of sample was kept at 10 K throughout the measured temperature range. To eliminate the effects of the reference loads, the absolute thermo electric power of subtracted from the measured thermoelectric voltage. A Keithley 181 nano volt meter was used for the voltage measurements.
Thermoelectric power or Seebeck coefficient S was calculated using the relation S = ΔE/ΔT where ΔE is thermo e.m.f. produced across the sample due to the temperature difference ΔT.
3. Results and Discussion
X-ray diffraction pattern for all mixed Cu-Cd ferrites have been obtained by using CuKα radiation of RigakuDmaxII X-ray diffractometer conformed the spinel formation. The lattice parameters of different composition have been calculated using the values of d-spacing. Figure 1 shows the variation of lattice parameter with the cadmium content. It can be seen from the figure that the lattice parameter increased with the increase in Cadmium content. A similar increase in lattice parameter with composition was also observed by Bharti et al. in Mg-Zn ferrites [2] and the case of Ni-Mg ferrites [3] by John Birchmas et al.
The values of Seebeck coefficient (S) at 310 K computed from the measured values of thermo e.m.f which are given in Table 1. It can be seen from the Table that the values of Seebeck coefficient (S) continuously increases from –845 to –1490 µV/K with the increase of cadmium
Figure 1. Variation of lattice parameter with composition.
Table 1. Seebeck coefficient transition temperature and Curie temperature data for Cu1–XCdXFe2O4 ferrite.
content Among all the ferrites the specimen with composition Cu0.2Cd0.8Fe204 has the highest value of Seebeck coefficient. It can also be seen from the table that the sign of Seebeck coefficient [S] is negative for all Cadmium substituted Copper ferrites. On the basis of its negative sign the ferrites under investigation have been classified as n-type semiconductors. The conduction mechanisms in these ferrites are due to hopping of electrons from Fe2+ to Fe3+ ions [4].
Fe3+ + e– ó Fe2+
The variation of thermoelectric power (S) with temperature is as shown in Figures 2-5. It can be seen from the figures that the values of thermoelectric power for all Cu-Cd ferrites increase with increasing temperature up to a certain temperature, which is designated as Ts [K]. However beyond this temperature the value of (S) starts to decrease with increasing temperature. The negative value of thermoelectric power found over the entire temperature range studied that the majority charge carriers are electrons. A similar thermo electric power with the temperature was observed in [5-8].
Figure 2. Variation of Seebeck coefficient with temperature for X = 0.2 composition.
Figure 3. Variation of Seebeck coefficient with temperature for X = 0.4 composition.
Figure 4. Variation of Seebeck coefficient with temperature for X = 0.6 composition.
Figure 5. Variation of Seebeck coefficient with temperature for X = 0.8 composition.