对称层状复合材料在不同载荷条件下的有效力学特性

A. Lysenko, L. Parshina, B. Yartsev
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摘要

研究对象和目的。本文讨论了由玻璃纤维布层组成的平衡和准各向同性(在配筋平面内)对称层状复合材料结构。这项工作的目的是证明有必要证明在单轴拉伸/压缩条件下确定的有效力学参数的实验结果适用于在弯曲/扭转条件下工作的薄壁层状复合材料结构的计算。材料和方法。根据更新的一阶板理论、复模量模型和线性粘弹性理论中的弹性-粘弹性对应原理,对层状复合材料结构的应变进行了模拟。极限状态预测是基于蔡武张量多项式强度准则。主要结果。本文提出了预测所研究的对称层状结构的有效弹性常数、耗散特性和强度极限的表达式。研究表明,由四层复合材料组成的平衡对称结构可以被视为适用于所有载荷条件的正交材料,其精度足以进行工程计算。同时,由32个复合层组成的对称准各向同性(在钢筋平面内)结构在拉伸/压缩情况下必须被视为正交各向异性,在弯曲/扭转情况下必须视为单斜结构。结论该研究表明,有必要证明将单轴拉伸/压缩的实验有效力学性能应用于薄壁层状复合材料结构的弯曲/扭转计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effective mechanical characteristics of symmetric layered composite in different loading conditions
Object and purpose of research. This paper discusses balanced and quasi-isotropic (in the reinforcement plane) symmetric layered composite structures made up by the layers of clotheinforced GRP. The purpose of this work was to demonstrate the necessity to justify the applicability of experimental results for effective mechanical parameters determined in the conditions of uniaxial tension/compression to the calculation of thin-walled layered composite structures that work in bending/twisting conditions. Materials and methods. The straining of layered composite structures is simulated as per the updated theory of first-order plates, the model of complex moduli and the principle of elastic-viscoelastic correspondence in linear viscoelasticity theory. Limit state predictions are based on Tsai-Wu tensor-polynomial strength criterion. Main results. This paper suggests the expressions that predict effective elastic constants, dissipation properties and strength limits for symmetric layered structures under investigation. The study shows that balanced symmetric structure made up by four layers of composite may be regarded, with the accuracy sufficient for engineering calculations, as an ortho-tropic material for all loading conditions. At the same time, symmetric quasi-isotropic (in the reinforcement plane) structure made up by thirty two composite layers must be regarded as orthotropic in case of tension/compression and monoclinic in case of bending/twisting. Conclusion. The study has shown the necessity to justify the application of experimental effective mechanical properties for uniaxial tension/compression to calculation of thin-walled layered composite structures exposed to bending/twisting.
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