确定复合纤维材料单层薄壁板包的弹性特性

Mukola Kryshchuk, Egor Ovcharenko, Hanna Us
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摘要

本文提出了一种计算由复合纤维材料制成的各向异性多层板等效弹性特性的分析方法。计算弹性模量和普森系数时考虑的主要假设是,纤维是具有正交机械特性的弹性材料,在多层板受载时会一起变形。应用力学实际应用中最常见的有效弹性模量分析计算方法已在引用出版物清单中列出。这些方法包括混合物规则、希尔和卡申提出的模型、基尔钦斯基的模型、瓦宁和 L.P. 霍罗顺的方法。确定增强型单向和层状复合材料弹性机械性能的数值方法是基于对复合材料的代表性体积进行有限元建模并解决一系列边界值问题的信息技术。对于复合纤维材料薄壁板的构造,采用传统的计算方案,其中平面应力状态是典型的计算方法。对于各向异性材料,以任意角度加载的单层板的应力-应变关系以胡克定律的形式呈现。与单层板一样,复合纤维材料单层板组合在平面弹性变形状态下的变形由四个独立的弹性常数决定。利用基于应用力学方程的通用计算模型,获得了碳纤维和碳纤维复合纤维材料薄壁板单层组合的弹性模量和泊松系数的计算结果。研究结果以分析和图表形式呈现。介绍了薄壁板复合纤维材料的结构构造对其机械性能的影响及其与力载荷矢量角度的关系。研究结果可用于确定多层复合板的合理机械性能,同时考虑到其在各行业中的结构和技术用途。
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Determination of elastic characteristics for a package of monolayers thin-walled plates from composite fibrous materials
An analytical method for calculating the equivalent elastic characteristics of anisotropic multilayer plates made of composite fibrous materials is laid out. The main assumptions taken into consideration when calculating elastic moduli and Pousson's coefficients are that fibers are elastic materials with orthotropic mechanical characteristics that deform together when multilayer plates are loaded. Analytical methods for calculating effective modulus of elasticity most common in practical applications of applied mechanics are laid out in the list of cited publications. These include the rules of the mixture, the model proposed by Hill and Khashin, the model of Kilchinsky, the methods of Vanin and L.P. Khoroshun. Numerical methods for determining the elastic mechanical properties of reinforced unidirectional and layered composite materials are based on information technologies of finite-element modeling of representative volumes of composite materials and solving a number of boundary value problems for them. For the constructions of thin-walled plates with composite fibrous materials, traditional calculation schemes are used, for which the plane stress state is typical. The stress-strain relationship for a monolayer of plates loaded at an arbitrary angle is presented in the form of Hooke's law for aniotropic materials. Deformations of a package of monolayers with composite fibrous materials in a plane elastic-deformed state are determined, as for a monolayer, by four independent elastic constants. With the use of a universal calculation model based on the equations of applied mechanics, the results of the calculations of elastic moduli and Poisson's coefficients were obtained for a package of monolayers of thin-walled plates with composite fibrous materials made of carbon fiber and carbon fiber. Research results are presented in an analytical and graphic form. The influence of the construction structure of composite fibrous materials of thin-walled plates on its mechanical properties and their dependence on the angle of the force load vector is presented. The research results can be used to determine the rational mechanical properties of multilayer composite plates, taking into account their structural and technological purpose in various industries.
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