Modern design data for short-fiber thermoplastic composites

S. Turner
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Abstract

Items fabricated from thermoplastics containing short glass fibers are anisotropic and the anisotropy varies from point to point. Guidance as to how such materials should be evaluated and what data are required for the design of end products molded from them is provided by a combination of the theories of viscoelasticity and anisotropic elasticity, whereby the stiffness and compliance coefficients of the latter are functions of time, temperature, and strain. A methodology then emerges, similar in overall nature to that pertaining to thermosetting resins containing long aligned fibers, but rather more complex because of the variations in fiber alignment. However, an adequately comprehensive evaluation in accordance with the formal rationale tends to be prohibitively expensive and, on the other hand, a curtailed evaluation can yield misleading data. Recent work aimed at resolving that impasse seems promising. The central principle is the use of special test specimens chosen because their flow geometries and possible flow irregularities are similar to those commonly found in commercial end products. The data that can be derived from such specimens can be related quantitatively to those derived from the conventional tests, and therefore the presentation and use of the new class of data entail no interpretation difficulties. Examples of what has been achieved and speculations about what might further be achieved are presented in the paper.

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短纤维热塑性复合材料的现代设计数据
由含有短玻璃纤维的热塑性塑料制成的物品具有各向异性,各向异性随点而变化。粘弹性理论和各向异性弹性理论相结合,提供了如何评估这些材料以及设计由它们制成的最终产品需要哪些数据的指导,其中后者的刚度和顺应系数是时间、温度和应变的函数。然后出现了一种方法,在总体性质上类似于含有长排列纤维的热固性树脂,但由于纤维排列的变化而更加复杂。但是,根据正式的理由进行充分全面的评价往往代价高昂,另一方面,经过删减的评价可能产生误导性的数据。最近旨在解决这一僵局的工作似乎很有希望。中心原则是使用特殊的试样选择,因为他们的流动几何形状和可能的流动不规则性类似于那些通常发现在商业终端产品。从这种标本中获得的数据可以在数量上与从常规试验中获得的数据相关联,因此,提出和使用这类新数据不会造成解释困难。本文列举了已经取得的成就和对可能进一步取得的成就的推测。
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