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Modeling and measurement of creep- and rate-dependent hysteresis in ferroelectric actuators

机译:铁电致动器中蠕变和速率相关的磁滞的建模和测量

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摘要

We present a new model for the simulation of the hysteretic large-signal behavior in ferroelectric materials. The model is based on the Preisach operator and takes advantage of an analytic weight function for the underlying fundamental switching operators. The five independent parameters describing this weight function have been determined for a discoidal piezoceramic actuator by adapting the model output to measurements of the polarization. Since the classical Preisach model is only valid for creep- and rate-independent hysteresis loops, it is inappropriate to describe the entire ferroelectric material behavior. Therefore, we extended our model by an additional drift operator to consider creep phenomena. Furthermore, the rate-dependence of the hysteresis loops is described by a frequency-dependent parameter of the analytic weight function. For the identification and verification of the model, measurements have been performed using two different measurement principles: A modified Sawyer-Tower circuit as well as a method based on the integration of the electrical current. The agreement between measurements and simulations highlights the benefits of the enhanced hysteresis model.
机译:我们提出了一种用于模拟铁电材料中的磁滞大信号行为的新模型。该模型基于Preisach运算符,并为基础的基础转换运算符利用了分析加权函数。通过使模型输出适应偏振测量,已经为盘状压电陶瓷致动器确定了描述此权重函数的五个独立参数。由于经典的Preisach模型仅适用于与蠕变和速率无关的磁滞回线,因此不宜描述整个铁电材料的行为。因此,我们通过附加的漂移算子扩展了模型,以考虑蠕变现象。此外,磁滞回线的速率相关性由解析加权函数的频率相关性参数描述。为了识别和验证模型,已使用两种不同的测量原理进行了测量:改进的Sawyer-Tower电路以及一种基于电流积分的方法。测量与仿真之间的一致性突出了增强的磁滞模型的优势。

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