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Influence of Dissipated Plastic Energies on Indented Load-Depth Curve for Materials with a Yield Strength Gradient

机译:塑性能耗散对屈服强度梯度材料的压入载荷-深度曲线的影响

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摘要

The present paper investigates the indentation of materials with a linear yield strength gradient by spherical indenters. These materials were discretized to several homogeneous layers. The indentation load-depth curve depends on the plastic energies dissipated in each layer made of plastically graded materials. A new mixture model is presented and allows the exact influence of the plastic energies on the load-depth curve (F-8) obtained from the instrumented indentation test to be determined. On the other hand, the model results show how the response of plastically graded materials can be obtained from the answer of homogenous materials to indentation; The properties of homogenous materials are the same as those of each thin layer in plastically graded layers, and the dissipated plastic energies dissipated in each thin layer. The use of finite element simulations of spherical indentation for materials with a yield strength gradient provide the plastic energies dissipated in plastically graded layers and in the substrate, as well as the indentation load-depth response. The proposed model was tested by using mechanical properties of nitrided steels. The comparison between the results obtained by the proposed model and those obtained numerically from known materials, confirms that the indentation curve F-8 can be reconstructed from the plastic energies in the indented zones.
机译:本文研究了球形压头对具有线性屈服强度梯度的材料的压痕。这些材料离散成几个均匀的层。压痕载荷-深度曲线取决于由塑料渐变材料制成的每一层中耗散的塑料能量。提出了一种新的混合物模型,可以确定塑料能量对通过仪器压痕测试获得的载荷-深度曲线(F-8)的确切影响。另一方面,模型结果表明如何从均质材料对压痕的回答中获得塑性梯度材料的响应。均质材料的特性与塑性渐变层中每个薄层的特性相同,并且耗散的塑性能在每个薄层中耗散。对于具有屈服强度梯度的材料,使用球形压痕的有限元模拟可提供在塑性渐变层和基材中耗散的塑性能,以及压痕载荷深度响应。通过使用氮化钢的机械性能测试了建议的模型。通过所提出的模型获得的结果与从已知材料中数值获得的结果之间的比较,证实了压痕曲线F-8可以由压痕区域中的塑性能量重建。

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