1998
DOI: 10.1063/1.122360
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Phase transitions in ferrimagnetic and ferroelectric ceramics by ac measurements

Abstract: Ac conductivity measurements were carried out on polycrystalline samples of a ferrimagnetic spinel (Zn0.44Mn0.56Fe2O4) and a ferroelectric perovskite (Sr0.25Bi4Ti3.25O12.75), in the temperature range 20–160 and 20–660 °C, respectively, and in the frequency range 5 Hz–13 MHz. The impedance response in both cases could be resolved into two contributions, associated with the bulk (grains) and the grain boundaries. An analysis by means of the ac conductivity power law showed evidence of a critical temperature of 1… Show more

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Cited by 145 publications
(52 citation statements)
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“…In the temperature range from 570 to 620 K, n vs. T shows an unusual variation that is well supported by Raman, dielectric, calorimetry, and complex impedance results. Similar anomaly for n and A was observed by Pelaiz-Barranco et al 82 around T N for ferrimagnetic Zn 0.44 Mn 0.56 Fe 2 O 4 . These results can indicate the coupling of ferroelectric and magnetic phase and can be associated with a critical behavior in electrical conductivity parameters (n and A).…”
Section: H Complex Conductivity Spectroscopysupporting
confidence: 70%
“…In the temperature range from 570 to 620 K, n vs. T shows an unusual variation that is well supported by Raman, dielectric, calorimetry, and complex impedance results. Similar anomaly for n and A was observed by Pelaiz-Barranco et al 82 around T N for ferrimagnetic Zn 0.44 Mn 0.56 Fe 2 O 4 . These results can indicate the coupling of ferroelectric and magnetic phase and can be associated with a critical behavior in electrical conductivity parameters (n and A).…”
Section: H Complex Conductivity Spectroscopysupporting
confidence: 70%
“…where, σ is the total electrical conductivity, 2 f ω π = and the coefficient A and exponent s are temperature and material dependent parameters [22]. The term A comprises the ac dependence and characterizes all dispersion phenomena.…”
Section: Resultsmentioning
confidence: 99%
“…If the ac conductivity is assumed to originate from QMT, s is predicted to be temperature independent but is expected to show a decreasing trend with ω, while for CBH the value of s should show a decreasing trend with an increase in temperature. The exponent s has been found to behave in a variety of forms [18][19][20]. In general, the frequency dependence of conductivity does not follow the simple power relation as given above but follows a double power law [18][19][20][21] given as…”
Section: Nf)mentioning
confidence: 99%