Ferroelectrics 2010
DOI: 10.5772/13418
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Dielectric Relaxation Phenomenon in Ferroelectric Perovskite-related Structures

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Cited by 7 publications
(4 citation statements)
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References 53 publications
(69 reference statements)
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“…As the measurement frequency increases above 1.5 kHz both these cusps merge with each other and appear as one single board hump which is associated with the relaxation of permanent dipoles. This large broad hump-like feature is consistent with the disappearance of the shoulder at higher frequencies (till 5 MHz) as noticed in figure 2(a) [31]. The frequency (f ) variation of ε r and Tan δ at several temperatures from 173 to 473 K is shown in the figures 3(a) and (b), respectively.…”
Section: Dielectric Relaxationsupporting
confidence: 86%
“…As the measurement frequency increases above 1.5 kHz both these cusps merge with each other and appear as one single board hump which is associated with the relaxation of permanent dipoles. This large broad hump-like feature is consistent with the disappearance of the shoulder at higher frequencies (till 5 MHz) as noticed in figure 2(a) [31]. The frequency (f ) variation of ε r and Tan δ at several temperatures from 173 to 473 K is shown in the figures 3(a) and (b), respectively.…”
Section: Dielectric Relaxationsupporting
confidence: 86%
“…The dielectric relaxation seen near 1 kHz is attributed to the change in contributions from interfacial and space charge to orientational dipole [23]. Similarly, the relaxation observed near 1 MHz is attributed to the change in orientational dipolar relaxation to the ionic dielectric relaxation mechanism [23]. The film exhibits ε′ of 1650 and the loss factor of 0.08 at 1 kHz.…”
Section: Resultsmentioning
confidence: 84%
“…The observed trend in ε′ and loss factor with respect to frequency is typical behaviour of polar dielectric systems. The dielectric relaxation seen near 1 kHz is attributed to the change in contributions from interfacial and space charge to orientational dipole [23]. Similarly, the relaxation observed near 1 MHz is attributed to the change in orientational dipolar relaxation to the ionic dielectric relaxation mechanism [23].…”
Section: Resultsmentioning
confidence: 85%
“…La parte real e imaginaria de la constante dieléctrica en función de la frecuencia se muestra en la figura 9 donde se observa la existencia de un mecanismo de relajación simple en el rango de frecuencias analizado, se observa que para frecuencias menores a 10 5 Hz la componente real disminuye monótonamente hasta alcanzar un comportamiento casi constante para frecuencias mayores a 10 5 Hz, mientras que la componente imaginaria pasa por un valor máximo. El comportamiento de ε´y ε´´ en función de la frecuencia se ajusta al modelo de Debye [29]; este modelo asume dipolos no interactuantes, los dipolos sólo interactúan con el campo aplicado y no entre sí; cuando el campo deja de actuar la polarización decae exponencialmente de la forma [30]. En este modelo tenemos que P1m1 y Bmm2 respectivamente; en la tabla 1 se presenta el porcentaje calculado de cada una de estas fases para el KNNxBLFO con x= 0.005, 0.015 y 0.025, también se presentan los respectivos parámetros de red.…”
Section: Resultados Y Discusiónunclassified