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The Study of Fulcrum Distance in the Pressure Straightening Process

机译:压力矫直过程中支点距离的研究

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In order to study the impact of fulcrum distance on the straightening the minimum fulcrum distance was determined based on the plastic theory according to straightening pressure force in the process of straightening process where there was no indentation. The optimal distance between the fulcrums straightening has been studied by using of bending curvature changes in the bending deflection formula and support the relationship between the dot pitch. Given initial deflection according to bending deflection and bending deflection the amount range of the fulcrum distance can be determined during the pressure straightening. When the rate of bending deflection determined it can obtain the fulcrum distance at the same curvature. The more fulcrums distance the more bending deflection. The minimum fulcrum distance was three times the power growth with the diameter of work piece. The minimum fulcrum distance is inverse proportion to contact area of pressure head. With the pipe wall thickness decreases the minimum distance also reduced.
机译:为了研究支点距离对矫直的影响,根据塑性理论,根据无压痕的矫直过程中的矫直压力,确定了最小支点距离。通过使用弯曲挠度公式中的弯曲曲率变化并支持点间距之间的关系,研究了支点矫直之间的最佳距离。给定根据弯曲挠度和弯曲挠度的初始挠度,可以在压力矫正期间确定支点距离的量范围。当确定弯曲挠曲率时,可以在相同曲率下获得支点距离。支点距离越远,弯曲挠度越大。最小支点距离是功率增长与工件直径的三倍。最小支点距离与压力头的接触面积成反比。随着管壁厚度的减小,最小距离也减小了。

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