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A SHAPE OPTIMIZATION BY GENETIC ALGORITHM STUDY FOR AIRCRAFT STRUCTURES REPAIRS

机译:飞机结构遗传算法研究的形状优化

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Fatigue cracks initiation and propagation are major concerns for aircraft structural metallic components. When detected during in-service inspections, damaged parts of aircraft structure have to be replaced or repaired in order to guarantee life-extension. Fatigue cracks often appear at high stress locations and grow under cyclic loads. This is particularly the case around airframe holes where stress concentrations are observed. In many cases, initial hole shapes have been shown to be not optimized regarding stress level at hole boundary under inservice loads. In other words, it can be proved that larger holes allow lower peak stresses in function of airframe design and loads. Thus, a repair methodology can consist of material removal in order to eliminate the crack region. Such a rework can be driven to produce an improved hole shape regarding to peak stress levels and, then, minimize the risk of fatigue crack initiation. In this work, 2D elastic structures with an initial given hole are considered and submitted to tensile and shear loads. The peak value of a stress function linked to fatigue analysis criteria has to be evaluated on the hole boundary. The aim of the study is to find a new optimized hole shape with a minimum peak value. To do that, a finite element procedure has been developped. This iterative optimization procedure is of gradientless type and couples stress results of FEA software with a genetic algorithm which works in analogy with natural selection of species. To limit the computation time, improvements have been included. It concerns especially the parameters governing the hole shape.
机译:疲劳裂缝引发和繁殖是飞机结构金属组分的主要问题。在在在职检查期间检测到时,必须更换或修复飞机结构的损坏部件以保证寿命延伸。疲劳裂缝通常出现在高应力位置并在循环载荷下生长。这尤其是在观察应力浓度的机身孔周围的情况。在许多情况下,已经显示出初始孔形状,关于在Inservice负载下的孔边界处的应力水平没有优化。换句话说,可以证明较大的孔可以在机身设计和负载的功能中允许较低的峰值应力。因此,修复方法可以包括材料去除以消除裂缝区域。这种返工可以被驱动以产生关于峰值应力水平的改进​​的孔形状,然后最小化疲劳裂纹引发的风险。在这项工作中,考虑具有初始给定孔的2D弹性结构并提交到拉伸和剪切载荷。必须在孔边界上评估链接到疲劳分析标准的应力函数的峰值。该研究的目的是找到一种具有最小峰值的新优化孔形状。为此,已开发了有限元程序。这种迭代优化过程具有渐变的类型和耦合的FEA软件的应力结果,具有遗传算法,它与种类的自然选择。为了限制计算时间,已包括改进。它特别涉及控制孔形状的参数。

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