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首页> 外文期刊>Journal of Applied Mechanics: Transactions of the ASME >A Solution of Rigid Perfectly Plastic Cylindrical Indentation in Plane Strain and Comparison to Elastic-Plastic Finite Element Predictions With Hardening
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A Solution of Rigid Perfectly Plastic Cylindrical Indentation in Plane Strain and Comparison to Elastic-Plastic Finite Element Predictions With Hardening

机译:刚性完美塑性圆柱形压痕在平面应变中的溶液和硬化塑料有限元预测的比较

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The indentation of flat surfaces deforming in the plastic regime by various geometries has been well studied. However, there is relatively little work investigating cylinders indenting plastically deforming surfaces. This work presents a simple solution to a cylindrical rigid frictionless punch indenting a half-space considering only perfectly plastic deformation. This is achieved using an adjusted slip line theory. In addition, volume conservation, pileup and sink-in are neglected, but the model can be corrected to account for it. The results agree very well with elastic-plastic finite element predictions for an example using typical steel properties. The agreement does diminish for very large deformations but is still within 5% at a contact radius to cylinder radius ratio of 0.78. A method to account for strain hardening is also proposed by using an effective yield strength.
机译:研究了各种几何形状在塑料制度中变形的平面压痕已经很好地研究。 然而,在缩进塑性变形表面的情况下,研究了柱面的相对较少的工作。 这项工作提出了一种简单的解决方案,用于缩进半空间的圆柱形刚性无摩擦打孔,考虑到完全塑性变形。 这是使用调整后的滑线理论实现的。 此外,忽略了批量保护,堆积和汇,但可以纠正模型以占据。 结果与使用典型钢特性的例子的弹塑性有限元预测非常吻合。 该协议确实对非常大的变形来减少,但仍然在接触半径的5%范围内,滚动半径为0.78。 通过使用有效屈服强度,还提出了一种解释应变硬化的方法。

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