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Theoretical modelling and experimental characterization of flexible composites under finite deformation.

机译:柔性复合材料在有限变形下的理论建模和实验表征。

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摘要

This dissertation presents a theoretical and experimental study of the constitutive relations of flexible composites. The major focuses of this research effort are: (A) the conceptual development of flexible composites with wavy fibers; (B) the theoretical modeling development for predicting and optimizing the nonlinear elastic finite deformation behavior of flexible composites; and (C) process and test method development for making and characterizing such composites.; In a series of recent publications, Chou, Luo and Takahashi defined "flexible composites" as those composites based upon elastomeric polymers with the usable deformation range much larger than that of the conventional rigid polymer based composites. Flexible composites provide the engineers with a new degree of freedom in design, by controlling the geometric configurations of the fibers and selecting the proper matrix materials. The range of deformation and mechanical properties achieved in flexible composites were not realized in rigid composites.; In order to fully understand the ability of flexible composites to sustain large deformation, elastomeric matrices reinforced with wavy fibers have been suggested and analyzed by using the following three approaches: (1) The Lagrangian description has been used to derive the constitutive equations. Following Rivlin, the strain-energy density is assumed to be a function of the Lagrangian strain components referring to the initial principal material coordinates; and a fourth-order polynomial form is adopted. (2) The Eulerian description has been used to develop the constitutive model. The material nonlinear stress-strain relation including the stretching-shear coupling is derived by using the stress energy density referring to the deformed volume in a moving coordinate. The geometric nonlinear behavior is predicted by using an iterative calculation method. (3) A step-wise incremental analysis is used where the constitutive relations are predicted based upon a superposition of the infinitesimal deformations of the classical lamination theory.; The fabrication techniques for flexible composites based on unidirectional straight fibers and wavy fibers have been developed. Experiments have been conducted to study the elastic behavior of flexible composites under finite deformation. Comparisons between theories and experiments have been made. Finally, the applicability and limitations of these three analytical methods have been assessed.
机译:本文对柔性复合材料的本构关系进行了理论和实验研究。这项研究工作的主要重点是:(A)具有波浪纤维的柔性复合材料的概念发展; (B)用于预测和优化柔性复合材料的非线性弹性有限变形行为的理论模型开发; (C)开发和表征这种复合材料的工艺和测试方法。在一系列最近的出版物中,Chou,Luo和Takahashi将“柔性复合材料”定义为基于弹性体聚合物的复合材料,其可用变形范围比传统的基于刚性聚合物的复合材料大得多。通过控制纤维的几何构型并选择合适的基体材料,柔性复合材料为工程师提供了新的设计自由度。刚性复合材料没有实现在柔性复合材料中获得的变形和机械性能的范围。为了充分理解柔性复合材料承受大变形的能力,提出了使用波浪形纤维增强的弹性体基体,并通过以下三种方法进行了分析:(1)拉格朗日描述已用于导出本构方程。根据Rivlin,假定应变能密度是拉格朗日应变分量的函数,该拉格朗日应变分量是指初始的主要材料坐标。并且采用四阶多项式形式。 (2)欧拉描述已用于开发本构模型。通过使用应力能密度来导出包括拉伸-剪切耦合在内的材料非线性应力-应变关系,该应力能量密度是指移动坐标系中的变形量。通过使用迭代计算方法来预测几何非线性行为。 (3)采用逐步增量分析法,其中本构关系是根据经典层压理论的无穷小变形的叠加来预测的。已经开发了基于单向直纤维和波浪纤维的柔性复合材料的制造技术。已经进行了实验来研究柔性复合材料在有限变形下的弹性行为。理论和实验之间进行了比较。最后,评估了这三种分析方法的适用性和局限性。

著录项

  • 作者

    Luo, Shen-Yi.;

  • 作者单位

    University of Delaware.;

  • 授予单位 University of Delaware.;
  • 学科 Engineering Mechanical.; Applied Mechanics.
  • 学位 Ph.D.
  • 年度 1988
  • 页码 235 p.
  • 总页数 235
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;应用力学;
  • 关键词

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