Explicit effective elastic moduli for anisotropic triply periodic frame networks

Leon Poladian; Michelle Rigozzi

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Explicit effective elastic moduli for anisotropic triply periodic frame networks

机译：各向异性三周期周期框架网络的显式有效弹性模量

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We derive analytical expressions for the effective elastic moduli of periodic tetrahedrally coordinated frame networks with an arbitrary Bravais lattice without recourse to matrix inversion. Previously, this was only possible for isotropic or hexagonal structures.

机译：我们推导了具有任意Bravais晶格的周期性四面体协调框架网络的有效弹性模量的解析表达式，而无需求助于矩阵求逆。以前，这仅适用于各向同性或六边形结构。

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《Physica, B. Condensed Matter》 |2007年第2期|共4页
作者
Leon Poladian; Michelle Rigozzi;
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正文语种 eng
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关键词
Elastic tensor; Triply periodicvEffective medium; Cellular material; Frame network;

机译：弹性张量;周期周期性有效介质;多孔材料;框架网络;

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3. Effective elastic moduli of triply periodic particulate matrix composites with imperfect unit cells [J] . Buryachenko VA International Journal of Solids and Structures . 2005,第16a17期

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Explicit effective elastic moduli for anisotropic triply periodic frame networks

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