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Modeling for Suppression of Moisture/Temperature Induced Dimensional Changes in Unbalanced Fibrous Composite Structures with Perfect Bonding

机译:具有完美粘结的不平衡纤维复合结构中水分/温度引起的尺寸变化抑制模型

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摘要

Suppression of dimensional change induced by moisture and temperature changes is studied for perfectly bonded, unbalanced, parallel fibrous structures composed of at least one hygroscopic component, taking into account various parameters such as initial moisture content and temperature at the time of assembly, width or height ratio of the two components, molecular orientation, and bonding length. The results show that two factors play major roles in moisture/temperature induced dimensional (curvature), change: longitudinal fiber swelling/shortening and material softening/stiffening. Whether the effects of the two factors are additive or compete against each other depends on the initial moisture content and temperature at the time of structural assembly. When the structure subsequently absorbs moisture, the resulting maximum curvature decreases as initial moisture regain and initial temperature increase, whereas the opposite is true when the structure desorbs moisture. A higher orientation factor of the hygroscopic component results in a higher maximum curvature. The induced curvature of an unbalanced structure goes through a maximum when the width ratio or height ratio of the two components changes.
机译:研究了由水分和温度变化引起的尺寸变化的抑制,以考虑由各种参数(例如,组装时的初始水分含量和温度,宽度或高度)等因素,对由至少一种吸湿成分组成的完美粘合,不平衡,平行的纤维结构进行的研究两种成分的比例,分子取向和键长。结果表明,两个因素在水分/温度引起的尺寸(曲率)变化中起主要作用:纵向纤维膨胀/变短和材料软化/变硬。这两个因素的影响是相加还是相互竞争取决于结构装配时的初始水分含量和温度。当结构随后吸收水分时,随着初始水分的重新获得和初始温度的升高,最终的最大曲率会降低,而当结构吸收水分时,情况恰恰相反。吸湿部件的较高取向因子导致较高的最大曲率。当两个组件的宽度比或高度比发生变化时,不平衡结构的感应曲率会最大。

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