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Improved one-dimensional constitutive model of superelastic shape memory alloy wires

机译:改进的超弹性形状记忆合金丝一维本构模型

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The superelastic shape memory alloys (SMAs) have received increasing interest attributed to their unique mechanical properties. Modeling of SMAs' thermomechanical behavior has been an active area of research; however the existing models are generally valid only for quasi-static loading conditions and extremely complex for practical use. In this research, one-dimensional cyclic loading tests of superelastic shape memory alloy wires are first performed to determine their hysteresis properties. The effects of the strain amplitude and the loading rate on the mechanical properties are studied and formulized by least-square method. Based on the Graesser's model, an improved model is developed. The improved model divides the full loop into three parts: the loading branch, the unloading branch before the completion of the reverse transformation and the elastic unloading branch after the completion of reverse transformation, each part adopts its respective parameters. The improved model not only has the same advantages as the Graesser's model, such as relative simple formulation with parameters that can be easily acquired and being valid for dynamic loading conditions, but also overcomes the deficiency of the Graesser's model, i.e. ignoring the effects of loading path on the model parameters. Numerical simulations are conducted. Comparisons indicate that the improved Graesser's model accurately reflects all the hysteresis characteristics and provides a better prediction of the SMA's actual hyteresis behavior than the Graesser's model at varying levels of strain and loading rate.
机译:由于其独特的机械性能,超弹性形状记忆合金(SMA)引起了越来越多的关注。 SMA的热机械行为建模一直是研究的活跃领域。但是,现有模型通常仅对准静态载荷条件有效,而在实际使用中极为复杂。在这项研究中,首先进行一维超弹性形状记忆合金线的循环载荷试验,以确定其滞后性能。研究了应变幅度和加载速率对力学性能的影响,并采用最小二乘法进行了阐述。基于Graesser模型,开发了一种改进的模型。改进的模型将整个循环分为三个部分:加载分支,逆变换完成前的卸载分支和逆变换完成后的弹性卸载分支,每个部分都采用各自的参数。改进后的模型不仅具有与Graesser模型相同的优点,例如相对简单的公式化,其参数易于获取并且对动态加载条件有效,而且克服了Graesser模型的不足,即忽略了加载的影响模型参数上的路径。进行数值模拟。比较表明,与Graesser模型相比,改进的Graesser模型在变化的应变水平和加载速率下,能准确地反映所有磁滞特性,并更好地预测了SMA的实际磁滞行为。

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