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首页> 外文期刊>日本機械学会論文集. A編 >Study on the Non-Liner Stress-Strain Relation and Progressive Damage of Plain Woven GFRP under Tension/Tension Biaxial Loading
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Study on the Non-Liner Stress-Strain Relation and Progressive Damage of Plain Woven GFRP under Tension/Tension Biaxial Loading

机译:拉伸/拉伸双轴载荷下平面编织GFRP的非线性应力-应变关系和渐进损伤研究

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摘要

Combined normal stresses (σ_1 and σ_2) were applied to tubular specimens normal and parallel to the material axes. In all cases, acoustic emissions (AE) were measured in details for distinguishing damage accumulation. The S-S relationships in both directions were not strongly affected by a biaxial stress ratio, α (= σ_1/σ_2) in comparison with the S-S relationships under tension/shear biaxial loading since the load was primarily sustained by fibers under tension/tension biaxial loading in the material axes. The S-S curves in both direction are represented by two straight lines intersecting with each other at their knee points while the secondary knee does not appear as soon as the first knee has been observed except at α= 1/1. Consequently, the initial yield stress condition is represented by two lines parallel to either σ_1 or σ_2 axes. They are drawn based on the knee stresses at α=1/0 and 0/1. The maximum stress theory fits the experimental failure envelope better than the Tsai-Wu failure criterion.
机译:将组合的法向应力(σ_1和σ_2)施加到垂直于材料轴并平行于材料轴的管状试样。在所有情况下,都对声发射(AE)进行了详细测量,以区分损伤累积。与拉伸/剪切双轴载荷下的SS关系相比,双向拉伸比不受双向应力比α(=σ_1/σ_2)的强烈影响,因为载荷主要由纤维在拉伸/拉伸双轴载荷下承受物料轴。沿两个方向的S-S曲线由两条在其膝盖点处相互交叉的直线表示,而观察到第一个膝盖后,第二个膝盖就没有出现,除了α= 1/1/1。因此,初始屈服应力条件由两条平行于σ_1或σ_2轴的线表示。它们是根据膝盖应力α= 1/0和0/1绘制的。最大应力理论比Tsai-Wu失效准则更适合实验失效范围。

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