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ENRICHMENT BASED MULTI-SCALE METHOD FOR MODELING TRANSIENT THERMOMECHANICAL EFFECTS ON COMPOSITE MATERIALS

机译:基于富集的多尺度方法对复合材料的瞬态热力学效应进行建模

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Fielded and future military systems are increasingly incorporating composite materials into theirdesign. Many of these systems undergo rapid and severe changes in temperature, as well assubject the composites to environmental conditions which can cause micro damage leading tovariations of the mechanical properties on the global scale. For these applications, it is critical todevelop the ability to accurately model the response of composite materials, to enable engineersto accurately predict the response of the system. A widely popular approach to resolve this is toassume homogenized effective properties throughout the composite. However, this ideologybreaks down in critical areas when large thermal strains and micro-damage are prominent. Toalleviate these limitations, a multi-scale enriched partition of unity (POU) method is proposedwhich uses a multiscale enrichment approach, allowing macro-scale computations to beperformed with the micro-structural features explicitly considered. POU strategies have anadvantage in that the enriched local function space may be easily varied from one node to theother allowing variances in the microstructure, such as temperature gradients and localizeddamage to fibers.
机译:实地和未来的军事系统越来越多地将复合材料纳入其自身 设计。这些系统中的许多系统都会经历快速而剧烈的温度变化,以及 使复合材料处于可能导致微损伤的环境条件下,从而导致 机械性能在全球范围内的变化。对于这些应用,至关重要的是 发展对复合材料的响应进行精确建模的能力,从而使工程师能够 准确预测系统的响应。解决此问题的一种广泛流行的方法是 在整个复合材料中均具有均质的有效特性。但是,这种意识形态 当大的热应变和微损伤显着时,在关键区域发生故障。到 为缓解这些局限性,提出了一种多尺度富集统一分区(POU)方法 它使用多尺度富集方法,可以进行宏观尺度的计算 具有明确考虑的微观结构特征。 POU策略有一个 优势在于,可以从一个节点到另一个节点轻松更改丰富的局部功能空间 其他允许微观结构变化的因素,例如温度梯度和局部性 损坏纤维。

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