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Micromechanical Modeling of Effective Orthotropic Elastic and Viscoelastic Properties of Parallel Strand Lumber Using the Morphological Approach

机译:使用形态学方法的平行链木材有效正交弹性和粘弹性的微观力学建模

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摘要

Strand-based wood and bamboo composites are a class of structural materials which are increasingly being used in the construction industry. These bio-based composites consist of orthotropic wood or bamboo strands bonded together with small amount of resin (glue). In order to estimate the effective properties of such composites, a specific micromechanical approach from the literature, called the "morphological approach" (MA), is employed. The accuracy of the MA in estimating the effective elastic and viscoelastic properties of an idealized unit cell of a special strand-based wood composite product, a parallel strand lumber (PSL) beam, is investigated using numerical reference solutions obtained by full-field finite-element (FE) simulations. The MA is also compared to analytical micromechanics equations previously proposed by the authors for predicting the effective properties of strand-based composites. MA results are shown to be closer to the numerical reference solutions than previous analytical estimates. Thus, the MA can be used as a valuable alternative for computing the effective properties of strand-based composites with rectangular shaped orthotropic strands. More generally, it could be used in efficient multiscale analysis of large structural composites made from various wood and bamboo strands using less restrictive unit cells. From a fundamental viewpoint, this paper shows a novel application of the MA to orthotropic reinforcements in a Prony series-based viscoelastic matrix.
机译:基于钢绞线的木材和竹复合材料是一类越来越多地用于建筑业的结构材料。这些生物基复合材料包括与少量树脂(胶水)粘合在一起的正交木材或竹股。为了估计这种复合材料的有效性质,采用来自文献的特定微机械方法,称为“形态学方法”(MA)。使用全场有限度获得的数值参考溶液研究了估计特殊链木复合产品的有效弹性和粘弹性和粘弹性,并采用了通过全场有限度获得的数值参考溶液来研究了MA的准确性。元素(FE)模拟。也将MA与先前由作者提出的分析微机械方程进行比较,用于预测基于链复合材料的有效性质。 MA结果显示比以前的分析估计更接近数值参考解决方案。因此,MA可以用作有价值的替代方案,用于计算具有矩形正向股线的绞合基复合材料的有效性质。更一般地,它可以用于使用较少限制的单元电池的各种木材和竹股制成的大型结构复合材料的高效多尺度分析。从基本的观点来看,本文显示了基于脊髓串的粘弹性基质的MA至正交增强的新颖。

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