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首页> 外文期刊>Journal of Reinforced Plastics and Composites >Load sharing ability of the liner in type III composite pressure vessels under internal pressure
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Load sharing ability of the liner in type III composite pressure vessels under internal pressure

机译:内压下III型复合压力容器内衬的负荷分担能力

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In this work, the load sharing ability of metallic liners in type III composite overwrapped pressure vessel was investigated by means of accurate numerical models based on finite element method in order to realistically represent the hybrid metal-composite structure. The varying thickness of the composite layers throughout the dome, as well as their angles, were accounted for in the model. The study focused on the influence of material properties and liner-to-composite thickness ratio on the stress and strain distribution between liner and composite at the cylindrical, dome, and polar boss regions. Two novel concepts for the evaluation of the structural response of a composite overwrapped pressure vessel were introduced, namely: (i) the liner stress and strain fractions, and (ii) the correlation with liner-to-composite thickness ratio. The results show complex overall behavior close to the onset of plasticity of the liner, which is critically investigated. A decrease in liner stress fraction was found for higher internal pressure loads since the stress field is increasingly dominated by the composite overwrap. Also, the von Mises equivalent stress along the longitudinal profile of the structure showed a peak at the dome of the liner, whereas for the composite, the peak was at the shoulder region. This was justified considering that, at low pressure, the liner operates elastically in compression-tension mode and the composite in tension-tension mode.
机译:在这项工作中,通过基于有限元方法的精确数值模型,研究了III型复合包裹压力容器中金属衬里的载荷分担能力,以便真实地表示混合金属复合结构。在模型中考虑了整个穹顶上复合层厚度​​的变化以及它们的角度。该研究的重点是材料特性和衬里与复合材料的厚度比对衬里和复合材料在圆柱,圆顶和极性凸台区域的应力和应变分布的影响。引入了两种新颖的概念来评估复合材料包裹的压力容器的结构响应,即:(i)衬管应力和应变分数,以及(ii)与衬管与复合材料厚度比的相关性。结果表明,复杂的整体性能接近衬里可塑性的开始,对此进行了严格的研究。由于较高的内部压力载荷导致应力场越来越多地受到复合材料外包裹层的支配,因此衬里应力分数降低了。同样,沿着结构的纵向轮廓的冯·米塞斯等效应力在衬里的穹顶处显示一个峰值,而对于复合材料,该峰值在肩部区域。考虑到在低压下衬套在压缩-拉伸模式下弹性运行,复合材料在拉伸-拉伸模式下运行,这是合理的。

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