Alessandro De Luca, Francesco Caputo, Francesco Naclerio, Raffaele Sepe, Enrico Armentani
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Finite element (FE) model can be a helpful tool, allowing a faster estimation of the process parameters, reducing waste and costs linked to the experimental tests. In this sense, FE modelling techniques discussed in literature only cover the simulation of spur gears densification process, since they consist of in-plane 2D finite elements. In this paper, different numerical modelling techniques, based on 2D finite elements, are proposed to simulate the densification process of spur gears and used to perform a tendency analysis to explore the effects of wheelbase reduction between the forming rollers on the material densification. Material densification appeared higher for reduced wheelbases, but an increasing cavity was observed at the tooth root as the wheelbases decreases. Moreover, a FE model based on 3D finite elements is proposed to reproduce numerically the rolling process of a helical gear. The accuracy of the 3D FE model was measured against the results provided by some experimental tests, herein discussed too. A good agreement between numerical and experimental results was observed.</p>","PeriodicalId":50345,"journal":{"name":"International Journal of Advanced Manufacturing Technology","volume":"34 1","pages":""},"PeriodicalIF":2.9000,"publicationDate":"2024-03-23","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Modelling approaches for surface densification process of sintered gear teeth\",\"authors\":\"Alessandro De Luca, Francesco Caputo, Francesco Naclerio, Raffaele Sepe, Enrico Armentani\",\"doi\":\"10.1007/s00170-024-13432-y\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<p>Sintered gears manufactured through powder metallurgy technology contain residual porosity that can make them inadequate for high power supply. Crack propagation is significantly enhanced by both residual porosity and cyclical stresses involving the teeth. The use of densification processes can highly improve their performances, permitting the reduction of the residual porosity. Among the densification processes, the rolling assumes a key-role. The process permits the densification of the tooth flanks, the most stressed parts of the wheel. However, the performances of the rolled wheel depend on several process parameters, whose setup phase requires several efforts and many experiments. Finite element (FE) model can be a helpful tool, allowing a faster estimation of the process parameters, reducing waste and costs linked to the experimental tests. In this sense, FE modelling techniques discussed in literature only cover the simulation of spur gears densification process, since they consist of in-plane 2D finite elements. In this paper, different numerical modelling techniques, based on 2D finite elements, are proposed to simulate the densification process of spur gears and used to perform a tendency analysis to explore the effects of wheelbase reduction between the forming rollers on the material densification. Material densification appeared higher for reduced wheelbases, but an increasing cavity was observed at the tooth root as the wheelbases decreases. Moreover, a FE model based on 3D finite elements is proposed to reproduce numerically the rolling process of a helical gear. The accuracy of the 3D FE model was measured against the results provided by some experimental tests, herein discussed too. 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引用次数: 0
摘要
通过粉末冶金技术制造的烧结齿轮含有残留孔隙,这可能使其无法满足高功率的要求。残留气孔和涉及齿部的循环应力都会大大加剧裂纹的扩展。使用致密化工艺可以大大改善齿轮的性能,减少残留气孔。在致密化工艺中,轧制工艺起着关键作用。轧制工艺能使轮齿受力最大的齿面致密化。然而,轧制轮毂的性能取决于多个工艺参数,其设置阶段需要多次努力和多次实验。有限元(FE)模型是一种有用的工具,可以更快地估算工艺参数,减少实验测试带来的浪费和成本。从这个意义上说,文献中讨论的有限元建模技术只涉及正齿轮致密化过程的模拟,因为它们由平面内的二维有限元组成。本文提出了基于二维有限元的不同数值建模技术,用于模拟正齿轮的致密化过程,并利用这些技术进行倾向性分析,探讨成形辊之间的轴距减少对材料致密化的影响。在轮距减小的情况下,材料致密化程度更高,但随着轮距减小,齿根处的空腔也越来越大。此外,还提出了一种基于三维有限元的 FE 模型,以数值模拟斜齿轮的轧制过程。三维有限元模型的精确度是根据一些实验测试的结果进行测量的,在此也进行了讨论。数值结果和实验结果之间的一致性很好。
Modelling approaches for surface densification process of sintered gear teeth
Sintered gears manufactured through powder metallurgy technology contain residual porosity that can make them inadequate for high power supply. Crack propagation is significantly enhanced by both residual porosity and cyclical stresses involving the teeth. The use of densification processes can highly improve their performances, permitting the reduction of the residual porosity. Among the densification processes, the rolling assumes a key-role. The process permits the densification of the tooth flanks, the most stressed parts of the wheel. However, the performances of the rolled wheel depend on several process parameters, whose setup phase requires several efforts and many experiments. Finite element (FE) model can be a helpful tool, allowing a faster estimation of the process parameters, reducing waste and costs linked to the experimental tests. In this sense, FE modelling techniques discussed in literature only cover the simulation of spur gears densification process, since they consist of in-plane 2D finite elements. In this paper, different numerical modelling techniques, based on 2D finite elements, are proposed to simulate the densification process of spur gears and used to perform a tendency analysis to explore the effects of wheelbase reduction between the forming rollers on the material densification. Material densification appeared higher for reduced wheelbases, but an increasing cavity was observed at the tooth root as the wheelbases decreases. Moreover, a FE model based on 3D finite elements is proposed to reproduce numerically the rolling process of a helical gear. The accuracy of the 3D FE model was measured against the results provided by some experimental tests, herein discussed too. A good agreement between numerical and experimental results was observed.
期刊介绍:
The International Journal of Advanced Manufacturing Technology bridges the gap between pure research journals and the more practical publications on advanced manufacturing and systems. It therefore provides an outstanding forum for papers covering applications-based research topics relevant to manufacturing processes, machines and process integration.