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Combined Fuzzy and Genetic Algorithm for the Optimisation of Hybrid Composite-Polymer Joints Obtained by Two-Step Laser Joining Process

机译:遗传算法和遗传算法相结合优化了两步激光连接工艺获得的复合高分子复合材料接头

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摘要

In the present work, genetic algorithms and fuzzy logic were combined to model and optimise the shear strength of hybrid composite-polymer joints obtained by two step laser joining process. The first step of the process consists of a surface treatment (cleaning) of the carbon fibre-reinforced polymer (CFRP) laminate, by way of a 30 W nanosecond laser. This phase allows removing the first matrix layer from the CFRP and was performed under fixed process parameters condition. In the second step, a diode laser was adopted to join the CFRP to polycarbonate (PC) sheet by laser-assisted direct joining (LADJ). The experimentation was performed adopting an experimental plan developed according to the design of experiment (DOE) methodology, changing the laser power and the laser energy. In order to verify the cleaning effect, untreated laminated were also joined and tested adopting the same process conditions. Analysis of variance (ANOVA) was adopted to detect the statistical influence of the process parameters. Results showed that both the laser treatment and the process parameters strongly influence the joint performances. Then, an uncertain model based on the combination of fuzzy logic and genetic algorithms was developed and adopted to find the best process parameters’ set able to give the maximum joint strength against the lowest uncertainty level. This type of approach is especially useful to provide information about how much the precision of the model and the process varies by changing the process parameters.
机译:在目前的工作中,遗传算法和模糊逻辑相结合,以建模和优化通过两步激光连接工艺获得的混合复合聚合物接头的剪切强度。该方法的第一步包括通过30 W纳秒激光对碳纤维增强聚合物(CFRP)层压板进行表面处理(清洁)。该阶段允许从CFRP去除第一基质层,并且在固定的工艺参数条件下进行。在第二步中,采用二极管激光器通过激光辅助直接连接(LADJ)将CFRP连接到聚碳酸酯(PC)板。采用根据实验设计(DOE)方法制定的实验计划进行实验,改变激光功率和激光能量。为了验证清洁效果,还对未处理的层压板进行了连接,并采用相同的工艺条件进行了测试。采用方差分析(ANOVA)来检测过程参数的统计影响。结果表明,激光处理和工艺参数都强烈影响接头性能。然后,开发了一种基于模糊逻辑和遗传算法相结合的不确定性模型,并采用该模型来找到最佳工艺参数集,该参数集能够在最小的不确定性水平下提供最大的联合强度。这种类型的方法对于提供有关模型和过程的精度通过更改过程参数而变化多少的信息特别有用。

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