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首页> 外文期刊>ふぇらむ >等辺山形鋼のロール矯正プロセスに対する3次元有限要素解析
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等辺山形鋼のロール矯正プロセスに対する3次元有限要素解析

机译:等边角钢轧制过程的三维有限元分析

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摘要

建築や造船などに用いられる形鋼の形状寸法精度は,圧rn延後の矯正工程により最終的に決定される。寸法精度は商rn品としての形鋼の価値を決定づける基準の一つであり,そrnれゆえ矯正工程は商品性の向上を図る上で非常に重要なプrnロセスの一つである。%Three-dimensional finite element analysis of a roller straightening of an equal leg angle was performed in the present paper in order to validate the usefulness of the employment of FEM to the determination of the intermeshes of rolls in actual roller straightening process. SS400 was employed for the material of equal leg angle. For the plastic constitutive equation of the material, Armstrong-Frederick type combined hardening law was used. Initial shape of the equal leg angle had a uniform curvature lengthwise. A dynamic explicit procedure was used to realize the feeding of the equal leg angle into the intermeshed rolls by rotating the bottom rolls and to accomplish the calculation under the condition of frequent contact-separation between equal leg angle-roll interface. A static implicit procedure was subsequently used to obtain the final shape of equal leg angle by using the last state of equal leg angle by dynamic explicit process. Elastic spring elements were introduced in order to support upper rolls to realize the elastic deflection of the roller straightener apparatus. The spring constant was determined so that straightness of equal leg angle after straightening can be less than 0.1% of its length. The distribution of bending stress, bending plastic strain during and after straightening were observed and discussed. Finally, the effect of intermesh of final roll on the straightness of equal leg angle was calculated.
机译:用于建筑和造船的型钢的尺寸精度最终由轧制后的矫直过程确定。尺寸精度是确定型钢作为商品的价值的标准之一,因此矫直工艺是提高商品价值的最重要的工艺之一。为了验证在实际的辊子矫直过程中采用有限元方法对确定辊子的内啮合度的有效性,本文对等腿角的辊子矫直进行了三维有限元分析。对于材料的本构方程的塑性,采用阿姆斯特朗-弗雷德里克(Armstrong-Frederick)型联合硬化定律,等边角的初始形状在纵向上具有均匀的曲率,采用动态显式程序实现进给通过旋转底部辊子将等边角钢放入相互啮合的辊子中,并在等边角钢与角钢界面频繁接触分离的情况下完成计算。随后采用静态隐式程序获得等边钢骨的最终形状通过动态显式过程使用等腿角的最后状态来确定角,弹性弹簧元件按t顺序引入o支撑上辊以实现辊矫直机的弹性挠度。确定弹簧常数,以使矫直后等边角的直度小于其长度的0.1%。在弯曲过程中弯曲应力,弯曲塑性应变的分布矫直后进行观察和讨论。最后,计算出最终轧辊的相互啮合对等腿角直线度的影响。

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  • 来源
    《ふぇらむ》 |2009年第11期|773-779|共7页
  • 作者

    早川 邦夫;

  • 作者单位

    静岡大学工学部機械工学科;

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  • 原文格式 PDF
  • 正文语种 jpn
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