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Quantitative Evaluation of Stress-Strain Curves by Spherical-Tip Nanoindentation with Variable Radius Method

机译:变半径法球形尖端纳米压痕定量评估应力-应变曲线

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We propose a novel evaluation method to obtain precise stress-strain curves by spherical-tip nanoindentation with continuous multiple loading technique. The small-sized spherical-tip indenters have an imperfect shape and it causes miss-fitting with tensile test result. We adopted the variable radius method, where we defined the precise indenter radius as the function of contact depth to calculate the stress-strain response precisely. We calculated the representative stress and representative strain by combining Hollomon's law, Hill's model, proper strain model, and the variable radius and compared with the tensile test result. It is found that stress-strain curves obtained by using the variable radius method agree well with the tensile test result rather than using nominal radius. These results clearly indicate the effectiveness of our method to evaluate the stress-strain response by using the small-sized spherical-tip indenter.
机译:我们提出了一种新颖的评估方法,以连续多次加载技术通过球形尖端纳米压痕获得精确的应力-应变曲线。小型球形尖端压头的形状不完美,会导致拉伸测试结果不匹配。我们采用了可变半径方法,在此方法中,我们将精确的压头半径定义为接触深度的函数,以精确计算应力-应变响应。我们结合Hollomon定律,Hill模型,适当的应变模型和可变半径,计算了代表应力和代表应变,并与拉伸试验结果进行了比较。发现使用可变半径方法获得的应力-应变曲线与拉伸试验结果吻合得很好,而不是使用名义半径。这些结果清楚地表明了我们的方法通过使用小型球形尖端压头来评估应力应变响应的有效性。

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