Modeling the Yield Surface of a Composite Medium Made from Rigid-Plastic Materials Using Piecewise Quadratic Yield Criteria the Case of a Symmetric Plane Reinforcement 2. The Case of a Symmetric Plane Reinforcement

IF 1.5 4区 材料科学 Q4 MATERIALS SCIENCE, COMPOSITES
P. Yankovskii
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Abstract

A special case of the structural model of a hybrid composite multidirectional-reinforced in the plane was considered, which makes it possible to calculate the yield curve of a composite in the space of principal averageв stresses in a plane stress state (PSS). The composite contains an even number of reinforcing fiber families, which are divided into pairs of families. In each pair of the families, the fibers are made of the same material and are laid symmetrically with respect to the directions of principal stresses in the composite. The constituents of the reinforced composite are isotropic and have different tensile–compressive yield strengths. The mechanical behavior of composition constituents was described by the associated flow rule of an ideal rigid-plastic body with piecewise quadratic and piecewise linear yield curves in the space of principal stresses. The influence of approximation parameters of yield curves of composition constituents in the principal stresses and reinforcement parameters on the shape and dimensions of the yield curves of compositions was studied. It was demonstrated that the plastic flow in a fibrous medium is associated with the calculated yield curves of compositions.

Abstract Image

使用片断二次屈服准则建立刚塑复合材料屈服面模型 - 对称平面加固情况 2.对称平面加固情况
研究考虑了平面多向增强混合复合材料结构模型的一个特例,从而可以计算平面应力状态(PSS)下复合材料在主平均в应力空间中的屈服曲线。复合材料包含偶数个增强纤维族,这些纤维族又被分成若干对。在每对族中,纤维由相同的材料制成,并相对于复合材料中的主应力方向对称铺设。增强复合材料的成分各向同性,具有不同的拉伸-压缩屈服强度。组成成分的机械行为由理想刚塑体的相关流动规则来描述,在主应力空间中具有片断二次屈服曲线和片断线性屈服曲线。研究了主应力中成分屈服曲线的近似参数和加固参数对成分屈服曲线形状和尺寸的影响。结果表明,纤维介质中的塑性流动与计算出的成分屈服曲线有关。
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来源期刊
Mechanics of Composite Materials
Mechanics of Composite Materials 工程技术-材料科学:复合
CiteScore
2.90
自引率
17.60%
发文量
73
审稿时长
12 months
期刊介绍: Mechanics of Composite Materials is a peer-reviewed international journal that encourages publication of original experimental and theoretical research on the mechanical properties of composite materials and their constituents including, but not limited to: damage, failure, fatigue, and long-term strength; methods of optimum design of materials and structures; prediction of long-term properties and aging problems; nondestructive testing; mechanical aspects of technology; mechanics of nanocomposites; mechanics of biocomposites; composites in aerospace and wind-power engineering; composites in civil engineering and infrastructure and other composites applications.
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