多晶二氧化钛薄膜中的挠性电

F. Maier, M. Schneider, J. Schrattenholzer, W. Artner, K. Hradil, A. Artemenko, A. Kromka, U. Schmid
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引用次数: 1

摘要

挠曲电效应描述了应变梯度与极化的机电耦合,反之亦然。这种效应与介电常数和应变梯度呈线性关系,在微纳米尺度上可以达到很高的尺寸。尽管柔性电效应可以在微或纳米机电系统(M/NEMS)应用中得到最好的利用,但它还没有像其他换能器原理(如压电)那样在今天的M/NEMS设备架构中建立起来。在这项工作中,提供了最有前途的挠曲电材料之一二氧化钛(TiO2)的反向挠曲电系数值。实验结果是基于对IrO2/TiO2/IrO2悬臂梁的仔细表征。除了CMOS兼容性外,选择TiO2作为功能薄膜材料,因为它具有非常高的介电常数,并且由于它既不是铁也不是准电,因此没有迟滞或饱和效应。此外,它保证了低成本,无铅的实现,并且可以通过溅射沉积直接集成到标准的硅MEMS制造工艺中。为了正确确定柔性电系数,还要考虑和评估其他机电耦合效应。在10 kHz时挠曲电系数为μ eff= 1.78±0.16 nC m-1。挠性电耦合常数为2.75 V,与Kogan估计的3.14 V的理论预测值非常吻合。
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Flexoelectricity in Polycrystalline Tio 2 Thin Films
The flexoelectric effect describes the electromechanical coupling of a strain gradient to a polarization and vice versa. This effect scales linearly with permittivity and strain gradients can get very high for dimensions on the micro and nanoscale. Even though the flexoelectric effect can be best exploited within micro or nanoelectromechanical systems (M/NEMS) applications, it has not been established in today`s M/NEMS device architectures as other transducer principles, like piezoelectricity. In this work, values of the converse flexoelectric coefficient for one of the most promising flexoelectric materials, titanium dioxide (TiO2) are provided. The experimental results are based on a carefull characterization of IrO2/TiO2/IrO2 cantilevers. Besides CMOS compatiblity TiO2 is selected as functional thin film material as it offers a very high permittivity and shows no hysteresis or saturation effects as it is neither ferro- nor paraelectric. Additionally, it guarantees a low cost, lead-free realization and can be directly integrated in a standard silicon MEMS fabrication process by sputter deposition. In order to correctly determine the flexoelectric coefficient, other electromechanical coupling effects are considered and assessed. The flexoelectric coefficient is shown to be μ eff= 1.78 ± 0.16 nC m-1 at 10 kHz. The flexoelectric coupling constant with a value of 2.75 V is in good agreement with that theoretically predicted by Kogan`s estimate of 3.14 V.
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