Aix-Marseille III, Marseille, cedex, France c SPMS, UMR CNRS 8580, Ecole Centrale, Ch tenay-malabry, France

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Transcription:

This article was downloaded by:[bius Jussieu/Paris 6] On: 22 April 2008 Access Details: [subscription number 770172261] Publisher: Taylor & Francis Informa Ltd Registered in England and Wales Registered Number: 1072954 Registered office: Mortimer House, 37-41 Mortimer Street, London W1T 3JH, UK Ferroelectrics Publication details, including instructions for authors and subscription information: http://www.informaworld.com/smpp/title~content=t713617887 Study of the spontaneous relaxor to normal ferroelectric phase transition in la-doped lead titanate O. Bidault a ; N. Menguy b ; B. Dkhil c a Lab. de Physique, UPRES A CNRS 5027, Université de Bourgogne, Dijon, cedex, France b MATOP, UPRES A CNRS 6088, Fac. des Sciences et Techniques, Université Aix-Marseille III, Marseille, cedex, France c SPMS, UMR CNRS 8580, Ecole Centrale, Ch tenay-malabry, France First Published on: 01 January 2000 To cite this Article: Bidault, O., Menguy, N. and Dkhil, B. (2000) 'Study of the spontaneous relaxor to normal ferroelectric phase transition in la-doped lead titanate', Ferroelectrics, 240:1, 1457-1464 To link to this article: DOI: 10.1080/00150190008227970 URL: http://dx.doi.org/10.1080/00150190008227970 PLEASE SCROLL DOWN FOR ARTICLE Full terms and conditions of use: http://www.informaworld.com/terms-and-conditions-of-access.pdf This article maybe used for research, teaching and private study purposes. Any substantial or systematic reproduction, re-distribution, re-selling, loan or sub-licensing, systematic supply or distribution in any form to anyone is expressly forbidden. The publisher does not give any warranty express or implied or make any representation that the contents will be complete or accurate or up to date. The accuracy of any instructions, formulae and drug doses should be independently verified with primary sources. The publisher shall not be liable for any loss, actions, claims, proceedings, demand or costs or damages whatsoever or howsoever caused arising directly or indirectly in connection with or arising out of the use of this material.

Fermelrcrrics. 2ooO. Vol. 240, pp. 191-198 Reprints available directly from the publisher Photocopying permitted by license only Q ZOO0 OPA (Overseas Publishers Association) N.V. Published by license under the Gordon and Breach Science Publishers impnnt. Printed in Malaysia Study of the Spontaneous Relaxor to Normal Ferroelectric Phase Transition in La-Doped Lead Titanate 0. BIDAULTa, N. MENGUYb and B. DKHIL al.ab. de Physique, UPRES A CNRS 5027, Universite de Bourgogne, BP 47870, 21078 Dijon cedex, France, bmatoe UPRES A CNRS 6088, Fac. des Sciences et Techniques, Universite Air-Marseille Ill, 13397 Marseille cedex 20, France ; and SPMS, UMR CNRS 8580. Ecole Centrale, 92295 Ch&tenay-Malabry, France (Received July 12. 1999) Highly lanthanum doped lead titanate ceramics exhibit relaxor properties and undergo on cooling a subsequent spontaneous macroscopic phase transition. The dielectric response is strongly affected by chemical (copper) doping and is found to become independent of the applied ac field for temperatures lower than the phase transition one. Keywords: Relaxor ferroelectrics; dielectric properties; phase transition Relaxor ferrolecmcs, like PMN (Pb(MgIs%)O3), display a large dielectric permittivity in the vicinity of T, and dispersion for T 5 TmU. This broad dielecmc maximum in the E~(T) curve does not correspond to a phase transition and can be seen as a dynamic effect due to relaxational processes. In the mixed B - site cation family, Pb(B B )O,, the relaxor behaviour is believed to arise due to a [ 1457111 91

1924 14581 0. BIDAULT ef a/. compositional heterogeneity, resulting in partially ordered materials. Meanwhile, a real phase transition can be induced at a temperature called TR.nFE (< T-) either by an external stress (pressure"' or dc electric field'") or by changing the ordered domain size (thermal treatments"' or chemical doping"'). The case where two different cations occupy the A crystallographic position of a perovskite (ABOJ is less understood. The most studied systems, due to their technological applications, are (PbLa)(Ti,Zr)O, (PLZT) together with PLT, i.e. (Pb,,&)TiO, (with a = 1.5'''). The purpose of the present study is to investigated the dielecaic response of samples containing 30 at. % La. SAMPLES Ceramics have been prepared by a conventional mixed oxide method, eventually with introducing copper on the B site. This substitution of reverse sign valency La3+/Pb2' and Cu2+Ei'+ induces a decrease of lead vacancies content according to the chemical formula"' (Pb,+l.lyn L~~yn.I)(Til.,Cu,)O,. It is worthwhile to note that lanthanum favours copper doping (up to y/2) ; in the same time, copper increases also the maximum amount of La which can be incorporated in lead titanate from about 35 at. % (x = 0) to 42 % (x = 0.2). In the following, we will be mainly concerned by samples containing 30 96 of lanthanum and x = 0.0.025 or 0.10. In PLT, the disruption of the translational periodicity of the lattice induced by aliovalent La modification is known to lead to dramatic changes in the phase transformational characteristics of PbTiO,. Not only the phase transition is monotonously shifted to lower temperatures as the amount of lanthanum increases but also its nature changes from a first order to a diffuse transition. These results can be confirmed by calorimetric measurements (figure 1) which show that

STUDY OF THE PHASE TRANSITION IN PbTiO,: La [ 1459]/l 93 the enthalpie of transition is gradually reduced : finally, for y > 0.25, no phase transition can be detected by DSC as the dielectric response (figure 2) closely resembles that of relaxors. like PMN. In PLT (y = 0.30). some local dipolar nanodomains, randomly oriented, are known to appear at a temperature much higher than Tmm'n, which no more coincides with a symmetry change (cubic to tetragonal like in the pure sample) : no macroscopic phase transition can be detected in the vicinity of T, by means of X-ray diffraction. FIGURE 1 Transition temperatures and enthalpies of PLT ceramics deduced from DSC curves measured on heating (t 10 Wmin). The cross indicates the hypothetical temperature of the ferroelecmc phase transition in a sample containing 30 at. % La. Meanwhile, the temperature of the dielectric maximum (T,) is still standing on the straight line T-, versus y deduced from DSC measurements performed on samples containing less than 25 at. % of La (the cross in figure 1). The crossover between relaxor and normal ferroelecmc states in this system is between a La content of 23 and 24

194/[1460] 0. BIDAULT et al. % I, critical compositions which exhibit a relaxor to normal transformation. For y = 0.30, the disorder is supposed to hinders the onset of long - range ferroelecmc order ; in such a picture, the polar nanodomains, which increase in size with decreasing temperature, condense at low temperatures into a glasslike state with no macroscopic symmetry change. Figure 2 shows the temperature dependence of both E, and j, the current density, recorded mainly during cooling (- 1 Wmin) using a HP 4284A LCR meter or a Keithley 236 nspectively. 1 00 FIGURE 2 Real part of the dielectric constant (weak ac field : 0.01 kv/crn) measured either on heating (circles, f = 10 khz) or on cooling (0.1 ; 1 and 10 khz, from the top to the bottom) for the three studied samples (y = 0.30) with x = 0 (l), x = 0.025 (2) and x = 0.10 (3). Right scale : current density detected upon a dc field cooling under 2 kv/cm.

STUDY OF THE PHASE TRANSITION IN PbTi03: La [ 1461 ]/I95 Several remarks can be made : - the copper effect upon the T, value is quite negligible (shift of about 30 K) ; in the same time the relaxor properties gradually vanish : for x= 0.10, T, is nearly independent on the measuring frequency and the dispersion disappears. - the thermal hysteresis for T < T, becomes increasingly less marked as x increases. - in the same time, the small hysteretic and frequency independent shoulder (arrows in figure 2 for x = 0) shifts near T,. This shoulder in the E,(T) curves can be ascribed to a spontaneous relaxor to normal ferroelecmc phase transition occuyring on cooling at TR.nFE 140 (x = O), 205 (x = 0.025) and 220 K (x = 0.10). This anomaly (or the associated peak of a poling current, figure 2) may be shifted to higher value (TWum + T,) when a dc bias field is applied. This field sensitivity is less and less important as the Cu content increases. The more convincing experiment that proves the existence of a ferroelecmc phase transition is X-ray diffraction experiments performed on the same samples during a field free heating (figure 3). The splitting of some diffraction lines (in particular the (200) reflection), revealing a long - range tetragonal distorsion of the crystalline cell, disappears at a temperature TnFE.R > TR.& (180 K for x = 0 or 220 K for x = 0.025) which increases with x and which can be compared with the values deduced from the depoling current or dielectric measurements. Copper. which favours La incorporation in PbTiOl and reduces nanomemc heterogeneity (as evidenced from high resolution electron microscopy images, not shown here), reduces the relaxorlike behaviour. But, in all the cases (i.e. even without copper doping), a macroscopic phase transition takes place at a temperature which can be

196414621 0. BIDAULT el al. several tens of degrees lower than T-. This finding is very similar to what has been observed in P~(SC,,N~,~)Q[~~. 3.97 0,18 "C... 0.16 3,95 h 5 0,12 0 a' 3,947-0.10 ", 3,93 - FWHM 1 114 3.92 ' " ' 1 " " " " ' 1 " ' 1 ' " ' O M 50 100 150 200 250 300 T W) v FIGURE 3 Temperature dependence of the FWHM of the 11 1 and 200 reflections (x = 0) and of the lattice parameters (x = 0.025) measured from X-ray diffraction on heating. Figure 4 shows the change in the dielectric permittivity with increasing the amplitude of the ac measurement field from 0.03 kv/cm (small signal of the order of what is normally used for measuring E,) to 0.67 kv/cm (curves 1 to 4). The most essential features of the non - linear effect (increasing E, acts on e, like decreasing the frequency : T,. shifts to lower values since q,," increases) are analogous to what has been reported for PMN1'O1 and ascribed to the contribution of slow relaxators (z > d) to the dielectric response. However, the ac non - linear component, A&, tends towards zero exactly at TR.m (205 K for x = 0.025, figure 4).

STUDY OF THE PHASE TRANSITION IN PbTiO3: La [ 146311197 FIGURE 4 Dielectric permittivity (recorded on cooling) of a PLT ceramic (y = 0.30 and x = 0.025) at various amplitudes of the ac measurement field (f = 1 khz) ; deduced non - linear part 4 = ~(0.67 kv/cm) - ~(0.03 kv/cm) at several frequencies. At such a temperature, the polar nanoregions reach a sufficient size to percolate and induce micropolar domains revealed by X-ray diffraction. Whatever the physical explanation of the relaxor propemes (polar clusters or dissipative motion of domain walls), the number of entities which can respond to the external field decreases at the phase transition temperature : the drastic change in the relaxation time spectrum at TR.fi strongly affects the ac non - linear properties which is found to be both hysteretic and copper dependent. CONCLUSION Even for a lanthanum content as high as 30 at. %, PbTi03 : La ceramics undergo a macroscopic phase transition about sixty degrees below Tmu. Copper doping, by changing the chemical composition and

198/[ 14641 0. BIDAULT et al. nanostructure, destroys the relaxorlike properties of the material so that the transition occurs closer and closer to T-. As the polar nanodomains turn into microdomains, the dielectric response no more depends on the ac field amplitude. References [I] G. A. Samara, Phys. Rev. Lett., 77,314 (1996). [2] H. Amdt, F. Sauerbier, G. Schmidt, and L. A. Shebakov, Fermelectrics, 79, 145 (1988). [3] N. Setter and L. E. Cross, J. Appl. Phys., 51,4356 (1980). [4] A. D. Hilton, C. A. Randall, D. J. Barber and T. R. Shout, Fermelectrics, 93, 379 (1989). [5] D. Hennings and K. H. Hiirdtl, Phys. Stat. Sol. a, 3,465 (1970). [6] 0. Bidault and M. Maglione, Ferroelectrics Lett., 18, 157 (1994). [7] E. C. S. Tavares, P. S. Pizani and J. A. Eiras, Appl. Phys. Lett., 72,897 (1998). [8] X. Dai, Z. Xu and D. Viehland. J. Appl. Phys., 79, 1021 (1996). [9] C. Malibert, B. Dkhil, J. M. Kiat, D. Durand, J. F. Berar and A. Spasojevic - de Bid, J. Phys. : Condens. Matter: 9,7485 (1997). [lo] A. E. Glazounov, A. K. Tagantsev and A. J. Bell, Phys.Rev.E, 53,11281 (1996).