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Enhanced membrane elements for simulation of parachute dynamics.

机译:用于模拟降落伞动力学的增强型膜元件。

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摘要

Parachute deployment problems are very complex. It is time-dependent, geometrically nonlinear. In addition, membranes are ‘tension only’ structures. It may undergo large scale dynamic wrinkling during deployment.; This thesis work develops robust finite element methods to simulate the nonlinear dynamic behavior of parachute deployment. Two classes of new finite elements are addressed:; A new class of elements is developed to facilitate opening a parachute model and stabilize the numerical solution during initial deployment. Two types of elements, called kink and fold elements, are developed that provide local bending stiffness and damping at predefined cable points and membrane edges, respectively. The pseudo-bending stiffness will facilitate the opening of models from a folded configuration. The damping will stabilize the solution without affecting the global motion. The ability to model real bending elements using a distribution of these discrete bending elements is also investigated.; A new curved anisotropic elastic membrane element undergoing large deformation with wrinkling is developed to predict the wrinkling phenomena that may occur in parachutes during deployment. Concise continuum level governing equations are derived in which singularities are eliminated. A simple and efficient algorithm which is guaranteed to converge is established to find the real strain and stress of the wrinkled membrane for elastic materials that obey the generalized Hooke's law. The continuum theory is implemented into a finite element code. Explicit formulas for the internal force and tangent stiffness matrix are derived. Numerical examples are presented that demonstrate the effectiveness of the new theory for predicting wrinkling in membranes undergoing large deformation.; The two classes of new element are validated by numerical examples. Numerical results shows that the localized damping effect from the special elements was seen to be the principal contribution to that improvement. It was possible with the new elements to eliminate local high-frequency oscillations normal to the middle surfaces of the parachutes and to approach realistic terminal velocities using much larger time steps in the simulations. Numerical examples also show that the new membrane element with wrinkling can correctly and efficiently predict wrinkling in membranes undergoing large deformation.
机译:降落伞部署问题非常复杂。它是随时间变化的几何非线性。此外,膜是“仅受拉”的结构。在部署过程中可能会发生大规模的动态起皱。本文工作开发了鲁棒的有限元方法来模拟降落伞部署的非线性动力学行为。解决了两类新的有限元:开发了新的一类元素,以帮助打开降落伞模型并在初始部署期间稳定数值解。开发了两种类型的元件,称为扭结和折叠元件,它们分别在预定义的电缆点和膜边缘提供局部弯曲刚度和阻尼。伪弯曲刚度将有助于从折叠配置打开模型。阻尼将稳定解决方案,而不会影响整体运动。还研究了使用这些离散弯曲元素的分布对真实弯曲元素进行建模的能力。开发了一种新的弯曲各向异性弹性膜元件,该元件经历了起皱的大变形,以预测在部署期间降落伞中可能发生的起皱现象。推导了简洁的连续谱级控制方程,其中消除了奇点。建立了一个简单有效的算法来保证收敛,以找到符合广义胡克定律的弹性材料的皱膜的真实应变和应力。连续理论被实施为有限元代码。推导了内力和切线刚度矩阵的显式公式。数值例子表明了该新理论对预测大变形膜的皱纹的有效性。数值示例验证了这两类新元素。数值结果表明,特殊元件的局部阻尼效应被认为是对该改进的主要贡献。新元件有可能消除垂直于降落伞中表面的局部高频振荡,并在模拟中使用更长的时间步长来逼近实际的终端速度。数值算例还表明,新的起皱膜元件可以正确,有效地预测大变形膜的起皱情况。

著录项

  • 作者

    Lu, Kun.;

  • 作者单位

    The University of Connecticut.;

  • 授予单位 The University of Connecticut.;
  • 学科 Applied Mechanics.
  • 学位 Ph.D.
  • 年度 1999
  • 页码 71 p.
  • 总页数 71
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用力学;
  • 关键词

  • 入库时间 2022-08-17 11:48:00

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