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Elastomer biaxial characterization using bubble inflation technique.II;Numerical investigation of some constitutive models

机译:气泡膨胀技术的弹性体双轴表征II。一些本构模型的数值研究

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An elastomeric material was investigated with a bubble inflation rheometer, and its mechanical behavior was modeled as a rubber-like solid. Classical strain energy functions were considered and the hyper-elastic constants were calculated by a di-rect identification procedure from simple uniaxial and equibiaxial extension test data, and the results are compared against those obtained by an inverse method from bubble inflation test data. The latter amounted to minimizing a cost function and matching the measured response to a finite element analysis solution, which depended on the unknown material parameters. The optimization employed the Levenberg-Marquardt algorithm and Abaqus software to compute the cost function and its gradients. The constants so obtained were further used in finite element analysis, and the numerical results were compared with experiments. This study showed that the inverse method, used to estimate the material parameters, is a good alternative to the direct identification, especially since the latter often requires homogeneous strain state, which is very difficult to obtain.
机译:用气泡膨胀流变仪研究了弹性体材料,并将其机械行为建模为橡胶状固体。考虑了经典的应变能函数,并通过双向识别程序从简单的单轴和等双轴延伸测试数据中计算了超弹性常数,并将结果与​​通过逆方法从气泡膨胀测试数据中获得的结果进行了比较。后者等于最小化成本函数,并使测得的响应与有限元分析解决方案相匹配,这取决于未知的材料参数。优化过程采用Levenberg-Marquardt算法和Abaqus软件来计算成本函数及其梯度。如此获得的常数进一步用于有限元分析,并将数值结果与实验进行比较。这项研究表明,用于估计材料参数的逆方法是直接识别的一种很好的选择,特别是因为后者通常需要均质应变状态,因此很难获得。

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