球形压痕实验的有限元模拟

S. Syngellakis, H. Habbab, B. Mellor
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引用次数: 9

摘要

本文采用数值模拟的方法研究了球压头对延性材料的压痕问题。利用通用软件建立了有限元模型。考虑了问题的轴对称性,降低了问题的维数。特别注意的是接触建模以及网格设计的最佳性能。通过将模型的预测结果与精确的弹性解以及弹塑性压痕试验的实验测量结果进行比较,验证了模型的有效性。在后一种情况下,压头缺陷被考虑在内,材料输入是源于拉伸试验的应力-应变曲线。研究了数值结果对压头弹性的敏感性。在压痕过程中,摩擦和试样蠕变对荷载-位移预测的影响也进行了评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Finite element simulation of spherical indentation experiments
The problem of indentation of ductile materials by ball indenters is, in this paper, addressed by numerical modelling. A finite element model is built using general purpose software. The axisymmetry of the problem is taken into account thus reducing its dimensionality. Particular attention is given to contact modelling as well as mesh design for optimal performance. The model is validated by comparing its predictions to the exact elastic solution as well as experimental measurements from elasto-plastic indentation tests. In the latter case, indenter imperfection is accounted for and material input are stress-strain curves originating from tensile tests. The sensitivity of numerical results to indenter elasticity is investigated. The effect of friction and specimen creep during indentation on load-displacement predictions is also assessed.
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