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Finite element analysis of the combined fine blanking and extrusion process.

机译:精细落料和挤压工艺组合的有限元分析。

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摘要

The combined fine blanking and extrusion process is such a metal forming process that fine blanking and forward extrusion are carried out on sheet metal material at the same time. There are two typical characteristics in this process, one is the fine blanking whose deformation mechanism is different from conventional blanking; the other is the sheet metal extrusion, which is different from the conventional extrusion.; Even though fine blanking has been used in industry for many years, only limited literature can be found which deals with the theoretical analysis of it. On the other hand, no publications on the theoretical analysis of the sheet metal extrusion have been found. Intensive work should be carried out to reveal the mechanism of both fine blanking process and sheet metal extrusion process, and further the combined fine blanking and extrusion process.; The scope of this thesis is to study the mechanics of fine blanking, sheet metal extrusion, and combined fine blanking and extrusion process one by one with the rigid-plastic finite element method.; All of above processes are typical unsteady ones, especially the fine blanking process in which extremely severe and localized deformation occurs. Therefore, commercial programs can not be used to solve these problems up till now. Owing to this reason, a rigid-plastic finite element program was developed for simulating these processes where remeshing and mesh tracing techniques as well as the golden section method were adopted according to the characteristics of these processes in this thesis. Moreover, a permissible kinematic velocity field was adopted as the initial velocity field for simulating extrusion process successfully.; Results from the simulation included the distorted mesh, the field of material flow, the stress and the strain distributions at various moments of deformation. Results under different deformation conditions such as different blanking clearances, different diameters of the extrusion punch and different slopes of the sloping wall extrusion were obtained, comparisons between the results from different deformation conditions were made. Valuable phenomena were obtained from the simulation and the deformation features were revealed in detail. Based on the simulated results, different deformation models were proposed.; In order to verify the effectiveness of the simulated results, some experiments had been carried out. The method of performing the fine blanking experiment as well as the combined fine blanking and extrusion experiment on the conventional press was developed. Accordingly, the special equipment and the corresponding die set were designed and manufactured for the experiment. With the mesh etching method, the distorted meshes on the meridian plane of the specimens after deformation were obtained from the experiment. In order to calculate the effective strain distribution on the meridian plane of the specimen, large strain analysis technique was adopted and improved. Hardness distributions on the specimens were measured. The fracture on the side of the extruded part was analyzed.; Both the simulated results and the experimental results were discussed. Comparison between the simulated results and the experimental ones showed that the simulated results agreed well with the experimental ones.
机译:细冲和挤压相结合的工艺是一种金属成型工艺,可以同时对钣金材料进行细冲和正向挤压。此过程有两个典型特征,一个是精细冲裁,其变形机理与常规冲裁不同。另一个是钣金挤压,与常规挤压不同。尽管精细冲裁已在工业中使用了很多年,但只能找到有限的文献来对其进行理论分析。另一方面,未发现有关金属板挤压的理论分析的出版物。应进行深入的工作,以揭示精细冲裁和钣金挤压工艺的机理,并进一步揭示精细冲裁和挤压工艺的结合。本文的范围是研究精细落料,钣金挤压以及将精细落料和挤压工艺与刚塑性有限元方法一一结合的力学。以上所有过程都是典型的不稳定过程,尤其是精细冲裁过程,在该过程中会发生极其严重的局部变形。因此,到目前为止,尚不能使用商业程序来解决这些问题。由于这个原因,开发了一种用于模拟这些过程的刚塑性有限元程序,并根据本文中这些过程的特点采用了重新网格化和网格跟踪技术以及黄金分割方法。此外,采用允许的运动速度场作为初始速度场,以成功地模拟挤压过程。模拟的结果包括变形的网格,材料流场,应力和变形各个时刻的应变分布。得到了不同变形条件下的结果,例如不同的落料间隙,不同的冲头直径和不同的倾斜斜壁挤压斜率,并对不同变形条件下的结果进行了比较。通过仿真获得了有价值的现象,并详细揭示了变形特征。根据仿真结果,提出了不同的变形模型。为了验证模拟结果的有效性,已经进行了一些实验。开发了在常规压机上进行细冲裁实验以及组合的细冲裁和挤压实验的方法。因此,为实验设计并制造了专用设备和相应的模具。利用网格刻蚀方法,从实验中获得了变形后的子午面变形的网格。为了计算样品在子午线上的有效应变分布,采用并改进了大应变分析技术。测量样品上的硬度分布。分析了挤压件侧面的断裂。讨论了模拟结果和实验结果。仿真结果与实验结果的比较表明,仿真结果与实验结果吻合良好。

著录项

  • 作者

    Zheng, Peng-Fei.;

  • 作者单位

    Hong Kong Polytechnic (People's Republic of China).;

  • 授予单位 Hong Kong Polytechnic (People's Republic of China).;
  • 学科 Engineering Materials Science.; Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2000
  • 页码 320 p.
  • 总页数 320
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 工程材料学;机械、仪表工业;
  • 关键词

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