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Advanced computational models and software on predicting the effective elastic properties for computer-simulated structures of nanocomposite

机译:先进的计算模型和软件,用于预测纳米复合材料的计算机模拟结构的有效弹性性能

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New computational models and software tools for effective evaluation of elastic properties of matrix-type nanocomposites and periodically structured composite materials of 3-D configuration are elaborated. This means nanoscale modification of continuum mechanics and micromechanics models for reliable description of the behavior of involved objects, adapted to these models numerical simulation and software, demonstration of numerical analysis possibilities with the specification of material and spatial peculiarities of nanocomposites. Computational models and algorithms for analysing the strong material contrast of components in 3-D systems of “matrix-nanoparticle”, with complicated shapes and interaction of nanoinclusions are developed. Specific interface surfaces with the imperfect contact of components at the nanoscale, in particular, due to the existence of surface tension are considered. The method of determining effective elastic modulus of various representative volume elements of three-dimensional nanocomposites is developed. It allows us to study the influence of shapes and relative dimensions of inhomogeneities and matrixes of the representative volume element on effective elastic modulus of nanocomposites for synthesis of nanocomposites with improved deformation and stiffness characteristics
机译:阐述了用于有效评估基质型纳米复合材料和周期性构造的3-D构型复合材料的弹性性能的新计算模型和软件工具。这意味着对连续力学和微力学模型进行纳米级修改,以可靠地描述所涉及对象的行为,适用于这些模型的数值模拟和软件,并证明了具有纳米材料的材料和空间特性的数值分析可能性。开发了计算模型和算法,用于分析“矩阵-纳米粒子” 3-D系统中具有复杂形状和纳米夹杂物相互作用的组分的强烈材料对比度。特别是由于表面张力的存在,考虑了与组分在纳米级上的不完美接触的特定界面表面。提出了确定三维纳米复合材料中各种代表性体积元素的有效弹性模量的方法。它使我们能够研究不均匀性的形状和相对尺寸以及代表体积元素的矩阵对纳米复合材料有效弹性模量的影响,从而合成具有改善的变形和刚度特性的纳米复合材料

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