2003
DOI: 10.1023/b:rupj.0000008199.29313.28
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Dielectric Properties of Lithium–Titanium Ferrite Ceramics

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Cited by 4 publications
(7 citation statements)
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“…The anomalous behavior consisted in a sharp decrease in the values of the real part ε′ of dielectric permittivity in the vicinity of the magnetic Curie temperature (300°С). When these dependences were obtained at a low testsignal level (E test = 2.3 V/cm) at a fixed-bias voltage we also observed anomalies characteristic of ferroelectric, manifested as sharp changes in the values of ε′ and ε″ in narrow temperature intervals [4,5]. It was, therefore, suggested that the relaxational polarization is of ferroelectric nature [4,5].…”
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confidence: 71%
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“…The anomalous behavior consisted in a sharp decrease in the values of the real part ε′ of dielectric permittivity in the vicinity of the magnetic Curie temperature (300°С). When these dependences were obtained at a low testsignal level (E test = 2.3 V/cm) at a fixed-bias voltage we also observed anomalies characteristic of ferroelectric, manifested as sharp changes in the values of ε′ and ε″ in narrow temperature intervals [4,5]. It was, therefore, suggested that the relaxational polarization is of ferroelectric nature [4,5].…”
mentioning
confidence: 71%
“…When these dependences were obtained at a low testsignal level (E test = 2.3 V/cm) at a fixed-bias voltage we also observed anomalies characteristic of ferroelectric, manifested as sharp changes in the values of ε′ and ε″ in narrow temperature intervals [4,5]. It was, therefore, suggested that the relaxational polarization is of ferroelectric nature [4,5].This work describes the experiments on determination of electric Barkhausen's pulses, non-linearity and hysteresis in the dependences P = f(E Р ) aimed at acquiring additional data on ferro-or anti-ferroelectric properties of Li-Ti-ferrite. Here, P and E Р are the polarization vector and electric field strength values, respectively.…”
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confidence: 79%
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“…3), where R1, С1 and R2, C2 are respectively active resistance and capacity reactance of the grains and grain boundaries. The conductivity growth at frequency becomes clear in consideration of the fact that the high-resistance polycrystalline intergrain boundaries "bridging" takes place on the ac field at a certain signal frequency [9].…”
Section: Fig 2 Frequency and Temperature σ Dependence Graphic Chartmentioning
confidence: 99%