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Developing constitutive equations for polymer foams under cyclic loading.

机译:开发循环载荷下聚合物泡沫的本构方程。

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摘要

Sandwich constructions with polymer foam cores have widespread applications by offering high bending stiffness and strength per unit weight. They can also dissipate energy when subjected to shock and impact loadings. The current foam models are based on metallic foams, which can describe polymer foam behavior under monotonic loading but not under cyclic or vibration loadings. Cyclic compression and pure shear tests were done on Divinycell PVC H100 foam to produce hysteresis data in compression and shear in the in-plane and out-of-plane directions of the foam with strain rates ranging from 0.0005 1/s to 5 1/s. The compressive strain amplitudes were limited to less than 10%, while the engineering shear strain amplitudes were less than 20%.;Two one-dimensional constitutive models were developed from the test data. The first constitutive model consisted of an equilibrium spring in parallel with a Maxwell element and in series a Prandtl element. Material properties were introduced for permanent crushing of cells (plastic deformation) and progressive damage of cells (Mullins effect). This constitutive model was able to capture yielding, viscoelastic and viscoplastic response, as well as hysteresis of the foam, but it failed to describe the strain-rate dependency that was found in the experiments. The second constitutive model consisted of an equilibrium spring only in parallel with a Maxwell element. This model was based on the concept of damage initiation and evolution of the foam. The damaged material properties were found to depend on the magnitude and history of the deformation. Good agreement with out-of-plane compression test results was reported with the second constitutive model.
机译:具有聚合物泡沫芯的三明治结构通过提供高的单位重量抗弯刚度和强度而得到了广泛的应用。当受到冲击和冲击负荷时,它们也可以耗散能量。当前的泡沫模型基于金属泡沫,可以描述单调加载而不是循环或振动加载下的聚合物泡沫行为。在Divinycell PVC H100泡沫上进行了循环压缩和纯剪切测试,以产生在泡沫的平面内和平面外方向上的压缩和剪切滞后数据,应变率范围为0.0005 1 / s至5 1 / s。 。压缩应变幅度限制在10%以内,而工程剪切应变幅度限制在20%以内。;从试验数据建立了两个一维本构模型。第一个本构模型由一个平衡弹簧组成,该平衡弹簧与一个Maxwell元件并联,一个Prandtl元件串联。引入了材料特性以永久破碎细胞(塑性变形)和逐渐破坏细胞(穆林效应)。该本构模型能够捕获屈服,粘弹性和粘塑性响应以及泡沫的滞后性,但未能描述实验中发现的应变率依赖性。第二本构模型由仅与麦克斯韦元素平行的平衡弹簧组成。该模型基于泡沫的破坏引发和演化的概念。发现损坏的材料特性取决于变形的大小和历史。第二个本构模型报告了与平面外压缩测试结果的良好一致性。

著录项

  • 作者

    Chen, Linling.;

  • 作者单位

    The University of Akron.;

  • 授予单位 The University of Akron.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2012
  • 页码 153 p.
  • 总页数 153
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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