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Design and optimization of microstructure of auxetie materials

机译:辅助材料微观结构的设计与优化

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Purpose - Auxetic materials differ from conventional materials by the manner in which they respond to stretching; they tend to get fatter when stretched, resulting in a negative Poisson's ratio. The purpose of this paper is to present a numerical methodology for design of microstructure of 2D and 3D auxetic materials with a wide range of different negative Poisson's ratios. Design/methodology/approach - The proposed methodology is based on a combination of finite element method and a genetic algorithm. The problem is formulated as an optimization problem of finding microstructures with prescribed behavioral requirements. Different microstructures are generated and evolved using the genetic algorithm and the behavior of each microstructure is analyzed using the finite element method to evaluate its fitness in competition with other generated structures. Findings - Numerical examples show that it is possible to design a large number of new auxetie materials, each with a different value of negative Poisson's ratio. Originality/value - The proposed methodology can be used as an effective method to tailor new materials with prescribed values of negative (or positive) Poisson's ratio. The methodology can also be used to optimize other material properties.
机译:目的-辅助材料与传统材料的不同之处在于它们对拉伸的反应方式;它们在拉伸时往往会变胖,导致泊松比为负。本文的目的是提出一种数值方法,用于设计具有各种不同的负泊松比的2D和3D膨胀材料的微观结构。设计/方法/方法-所提出的方法基于有限元方法和遗传算法的结合。该问题被表述为寻找具有规定行为要求的微结构的优化问题。使用遗传算法生成和演化不同的微结构,并使用有限元方法分析每个微结构的行为,以评估其与其他生成的结构的竞争适应性。研究结果-数值示例表明,可以设计大量新型辅助材料,每种辅助材料具有不同的负泊松比值。原创性/价值-所提议的方法可以用作定制具有负(或正)泊松比值的新材料的有效方法。该方法还可以用于优化其他材料特性。

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