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Influence of Ply Waviness on Fatigue Life of Tapered Composite Flexbeam Laminates

机译:斜波对锥形复合柔性纤维层压板疲劳寿命的影响

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Nonlinear tapered flexbeam laminates, with significant ply waviness, were cut from a full-size composite rotor hub flexbeam. The specimens were tested under combined axial tension and cyclic bending loads. All of the specimens had wavy plies through the center and near the surfaces (termed marcelled areas), although for some of the specimens the surface marcels were very obvious, and for others they were much smaller. The specimens failed by first developing cracks through the marcels at the surfaces, and then delaminations grew from those cracks, in both directions. Delamina-tion failure occurred in these specimens at significantly shorter fatigue lives than similar specimens without waviness, tested in Ref 2. A 2-D finite-element model was developed which closely approximated the flexbeam geometry, boundary conditions, and loading. In addition, the FE model duplicated the waviness observed in one of the test specimens. The model was analyzed using a geometrically nonlinear FE code. Modifications were made to the original model to reduce the amplitude of the marcels near the surfaces. The analysis was repeated for each modification. Comparisons of the interlaminar normal stresses, σ_n, in the various models showed that under combined axial-tension and cyclic-bending loading, for marcels of the same aspect ratio, σ_n stresses increased as the distance along the taper, from thick to thin end, increased. For marcels of the same aspect ratio and at the same X-location along the taper, σ_n stresses decreased as the distance from the surface into the flexbeam interior increased. A technique was presented for determining the smallest acceptable marcel aspect ratio at various locations in the flexbeam.
机译:从全尺寸复合转子轮毂柔性切割具有显着帘布层的非线性锥形柔性层压板。在组合的轴向张力和环状弯曲载荷下测试样品。所有标本都有波纹层,通过中心和靠近表面(被称为Marcelled地区),虽然对于一些标本,表面马克尔斯非常明显,并且对于其他人来说它们要小得多。试样失败,首先通过在表面上穿过马库尔的裂缝,然后在两个方向上从这些裂缝中增长。在这些标本中发生的Delamina-Tion失败比在REF 2中测试的类似样品的疲劳寿命明显较短。开发了2-D有限元模型,该模型紧密地近似于柔性几何形状,边界条件和装载。此外,Fe模型复制了在其中一个试样中观察到的波纹。使用几何非线性FE代码进行分析模型。对原始模型进行了修改,以减少表面附近的马塞尔幅度。对每种修改重复分析。在各种模型中,在各种模型中,σ_n的间隔正常应力的比较显示,在组合轴向张力和环状弯曲负载下,对于相同纵横比的马库尔,σ_n应力随着锥形的距离而增加,从厚到薄的末端,增加。对于相同宽高比的马塞尔和沿着锥度的相同X位置,σ_n应力随着从表面到柔性凹凸内部的距离而减小。提出了一种技术,用于确定柔性的各个位置处的最小可接受的马塞宽度比。

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