AbstractThe two-roller straightening process has an irreplaceable position in the finishing process of'/> Theoretical analysis and numerical simulation on the process mechanism of two-roller straightening
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Theoretical analysis and numerical simulation on the process mechanism of two-roller straightening

机译:两辊矫直工艺机理的理论分析与数值模拟

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AbstractThe two-roller straightening process has an irreplaceable position in the finishing process of metal bars. In this paper, the deformation of bar is macroscopically recognized by analyzing the deformation path in the roller gap. Graphic method and mathematical induction are adopted to analyze the deformation process of the section of bar. The equation of residual curvature and the unified equation of residual curvature are established. It is proved that although the initial curvature of each section of bar is different, the difference of initial curvature is eliminated by the reciprocating bending, and the process mechanism of the two-roller straightening is revealed. The speed of curvature unification is determined mainly by the ratio of plastic modulus to elastic modulus. The greater the ratio of plastic modulus to elastic modulus is, the slower the speed of curvature uniformity is, and the more the bending time required. Then, the quantitative analysis model and finite element model of the two-roller straightening process are established by taking the three-section constant curvature roller gap model as an example. The stress, strain, and straightness are discussed, and the variation of the elastic area ratio, the residual curvature, and the residual deflection with the bending time is quantitatively analyzed. The results verify the process mechanism of the two-roller straightening, and the design principle of roller shape is given.]]>
机译:<![CDATA [<摘要ID =“ABS1”语言=“EN”OUTPORMEDIUM =“全部”> <标题>抽象 双辊拉直过程具有不可替代的位置金属条的整理过程。在本文中,通过分析辊间隙中的变形路径来宏观识别杆的变形。采用图形方法和数学诱导来分析杆段的变形过程。建立了残余曲率的等式和残余曲率的统一方程。证明,尽管杆的每个部分的初始曲率是不同的,但是通过往复弯曲消除初始曲率的差异,并且揭示了双辊矫直的处理机构。曲率统一的速度主要由塑料模量与弹性模量的比率确定。塑料模量与弹性模量的比例越大,曲率均匀性速度越慢,所需的弯曲时间越多。然后,通过以三段恒定曲率辊间隙模型为例,建立了两辊矫直工艺的定量分析模型和有限元模型。讨论了应力,应变和直线度,并定量地分析了弹性面积比,残余曲率和弯曲时间的残余挠曲的变化。结果验证了双辊矫直的过程机制,给出了辊形的设计原理。 ]]>

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