在用于热成型模拟的固壳元素中考虑粘弹性材料行为

Johannes Mitsch
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引用次数: 0

摘要

摘要为了预测纤维增强塑料热成型过程中的制造效应,有限元法得到了广泛应用。大多数宏观模拟方法都是基于传统的二维壳体元素,无法使用构成方程对厚度方向上的材料行为进行建模。同时,由于数值锁定现象和缺乏可能的膜弯曲解耦,标准的三维元素公式不适合薄纺织品的成型模拟。以往的研究侧重于专门的固壳元素公式,该公式提供了各向异性但纯粹的弹性材料建模。由于纯弹性方法无法准确描述热成型过程中的变形行为,因此将所提供的元素公式增强为随速率变化的粘弹性材料模型。数值研究表明,粘弹性材料模型保留了膜弯曲解耦。虚拟试样测试证明了固壳元素中与速率相关的材料行为。结果表明,固壳元素中粘弹性材料行为的一般方法适用于解决热成型模拟中的平面外现象。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Considering the viscoelastic material behavior in a solid-shell element for thermoforming simulation
Abstract. To predict manufacturing effects in the thermoforming process for fiber reinforced plastics the Finite Element Method is widely used. Most macroscopic simulation methods are based on conventional two-dimensional shell elements which are not capable of modeling the material behavior in thickness direction using constitutive equations. At the same time, standard three-dimensional element formulations are not suitable for the forming simulation of thin textiles due to numerical locking phenomena and the lack of a possible membrane-bending-decoupling. Previous studies focused on a specialized solid-shell element formulation which provides anisotropic but purely elastic material modeling. Since purely elastic approaches cannot accurately describe the deformation behavior in the thermoforming process, the provided element formulation is enhanced to rate-dependent viscoelastic material modeling. Numerical studies are carried out that reveal that the membrane-bending-decoupling is preserved for the viscoelastic material model. Virtual coupon tests demonstrate the rate-dependent material behavior in the solid-shell element. The obtained results show that the general approach of the viscoelastic material behavior within the solid-shell element is suitable to address out-of-plane phenomena in thermoforming simulations.
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