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Flexural Forces of the Working Rollers and the Broadening of Thin Steel Strip in Hot Rolling

机译:在热轧中的工作辊的弯曲力和薄钢带的宽度

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On the basis of the Jourdain variational principle for a rigid–plastic body and the kinematically permissible velocity field, a model of the free expansion in the hot rolling of thin sheet is developed. The functional used in the variational equation is the total power of the internal resistances, the slipping-friction forces, the shear forces, and the front and rear tension. The Ritz method is used in solving the Jourdain variational equation for rolling with tension. The Jourdain variational equation is converted to a system of uniform equations, with a derivative of a variable parameter on the left side of each. The variable parameters are the exponent of the kinematic condition; the total broadening in the plastic-deformation region; and the expansion in its neutral cross section. The mathematical model developed for the broadening of hot-rolled strip may be used to investigate the distribution of broadening along the plastic-deformation region as a function of the parameters of the rolling process and the strip. To verify the model of free expansion, experiments are conducted on a two-roller laboratory cold-rolling mill. Lead samples are rolled. Their measured broadening matches the theoretical values to within 10%. The cold rolling of lead samples simulates hot rolling. Theoretical analysis of the influence of tension on the free expansion is consistent with practical results in the literature. The nonuniform tensile stress seen in the input and output cross sections of the deformation region when tension is applied gives rise to additional powers in the balance equation, with consequent decrease in the broadening. The resulting nonuniformity of the tensile stress may be used to regulate the broadening in thin-sheet rolling. In turn, the nonuniformity of the tensile stress over the strip width may be increased or decreased by means of the flexural forces of the working rollers in the mill. A method of regulating the broadening of the strip in hot rolling by means of the flexural forces of the working rollers is outlined in the present work.
机译:基于刚性塑料体的jourdain变分原理和运动运动允许的速度场,开发了薄板热轧中的自由膨胀模型。变分方程中使用的功能是内部电阻,滑动摩擦力,剪切力和前后张力的总功率。 RITZ方法用于求解轴伸出滚动的jourdain变分方程。 Jourdain变化方程被转换为均匀方程系统,其中每个变量参数的导数。变量参数是运动条件的指数;塑料变形区域的总扩展;和中性横截面的扩张。用于扩大热轧带材的数学模型可用于研究沿塑料变形区域的展现的分布作为滚动过程和条带的参数的函数。为了验证自由膨胀模型,实验是在双辊实验室冷轧机上进行的。轧制铅样品。它们的测量扩大与理论值相匹配到10%以内。铅样品的冷轧模拟热轧。对自由扩张张力影响的理论分析与文献中的实际结果一致。当施加张力时,在变形区域的输入和输出横截面中看到的非均匀拉伸应力导致平衡方程中的额外功率,从而降低了扩大。所得到的拉伸应力的不均匀性可用于调节薄片轧制中的展宽。反过来,通过工厂中的工作辊的弯曲力可以增加或减小条带宽度上的拉伸应力的不均匀性。在本工作中概述了通过工程辊的弯曲力来调节热轧中的条带的扩展的方法。

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