首页> 外文会议>IEEE International Symposium on the Applications of Ferroelectrics >Characteristic Comparison of Epitaxial PZT and PMN-PT Films Grown On (100){sub}cSrRuO{sub}3//(100)SrTiO{sub}3 Substrates By Metalorganic Chemical Vapor Deposition
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Characteristic Comparison of Epitaxial PZT and PMN-PT Films Grown On (100){sub}cSrRuO{sub}3//(100)SrTiO{sub}3 Substrates By Metalorganic Chemical Vapor Deposition

机译:通过金属化学气相沉积在(100){SUS} 3 //(100)SRTIO {SUB} 3基板上生长的外延PZT和PMN-PT膜的特征比较

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Epitaxial Pb(Zr{sub}(1-x)Ti{sub}x)O{sub}3 [PZT] and (1-x)Pb(Mg{sub}(1/3)Nb{sub}(2/3))O{sub}3-xPbTiO{sub}3 [PMN-PT] films, above 2 μmin thickness, were grown on (100){sub}cSrRuO{sub}3//(100)SrTiO{sub}3 substrates by metalorganic chemical vapor deposition (MOCVD). PbTiO{sub}3 content (x) dependencies of the crystal structure and piezoelectric properties were systematically investigated for these films. The longitudinal electric-field-induced strain Δx{sub}33 and transverse piezoelectric coefficient e{sub}(31,f) for PZT films were also maximum at the almost center mixed phase region, on the other hand, that for PMN-PT films were maximum at larger x edge of rhombohedral (pseudocubic) region. Almost the same order of Δx{sub}33 was observed under applied electric fields up to 100 kV/cm, while larger e{sub}(31,f) was observed in PMN-PT films compared with the case of PZT films. e{sub}(31,f) coefficients of ~ -8.9 C/m{sup}2 and ~ -11.0 C/m{sup}2 were calculated for the PZT film with x=0.46 and for the PMN-PT film with x=0.39, respectively.
机译:外延PB(Zr {sub}(1-x)ti {sub} x)o {sub} 3 [pzt]和(1-x)pb(mg {sub}(1/3)nb {sub}(2 / 3))在(100){sub} csrruo {sub} 3 //(100)srtio {sub} 3上生长在(100){sub} csrruo {sub} 3上以上{sub} 3-xpbtio {sub} 3 [pmn-pt]薄膜由金属有机化学气相沉积(MOCVD)的基材。 PBTIO {Sub} 3晶体结构和压电性能的依赖性被系统地研究了这些薄膜。 PZT薄膜的纵向电场诱导的应变ΔX{Sub} 33和横向压电系数E {Sub}(31,F)在几乎是用于PMN-PT的几乎是用于PMN-PT的最大位置。薄膜较大X边缘的薄膜最大值是菱形(伪型)区域的最大值。在施加电场下观察到高达100kV / cm的ΔX{Sub} 33的几乎相同的顺序,而与PMN-PT膜相比,在PMN-PT膜中观察到较大的E {亚}(31,F)。对于具有X = 0.46的PZT薄膜和PMN-PT膜,计算〜-8.9c / m {sup} 2和〜-11.0c / m {sup} 2的e {sub}(31,f)系数。 x = 0.39分别。

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