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首页> 外文期刊>材料試験技術 >Practical nano-indentation theory and experiments of the pyramidal indenter (2nd. experiments with the triangular pyramidal indenter and implementation of the theory)
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Practical nano-indentation theory and experiments of the pyramidal indenter (2nd. experiments with the triangular pyramidal indenter and implementation of the theory)

机译:实用的纳米压痕理论和金字塔压头的实验(第二次,使用三角形金字塔压头的实验和该理论的实现)

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摘要

In this paper, summary of the practical nano-indentation theory proposed by authors in the former paper is described. Also, the normal and new proposed implementation method of the theory are concretely discussed. Then, experiments and results of the indentation test for specimens: Carbon steel (HMV 700, HMV 500), Be-Cu alloy (HMV 300), Cu-Zn alloy (HMV 100) and stainless steel (SUS 304; 18Cr-8Ni-Fe): over the load ranging from 0.98 mN to 98 mN are shown. Especially, loading and unloading indentation curves for all specimens are clearly shown. At the same time, indentation depth and elastic recovery displacement for all specimens are tabulated. Next, implementation processes are described in detail for the specimen HMV 700 considered as the calibration specimen. After several trials of the implementation, final evaluated values, so-called, approximately true values of tester's spring constant C and truncation of the indenter's round tip T{sub}(Tri) are obtained. Using these values of C and T{sub}(Tri), Young's moduli E{sub}(S(C)) for specimens: HMV 500, HMV 300, HMV 100 and SUS 304: are calculated with the equation of Young's modulus proposed in the former paper. As a result, the agreement between the calculated values E{sub}(S(C)) and supposed values E{sub}s is good, almost within 5~6% over the load ranging from 0.98 mN to 98 mN. Therefore practical nano-indentation theory and implementation method of the theory proposed by authors are very useful for analyzation and standardization of the universal instrumented indentation testing. Furthermore, these theory and implementation method will be very effective to the smaller displacement range than 200 nm indentation depth.
机译:本文对作者在前一篇论文中提出的实用的纳米压痕理论进行了概述。并且,具体讨论了该理论的正常和新提出的实现方法。然后,进行试样压痕试验和实验:碳钢(HMV 700,HMV 500),Be-Cu合金(HMV 300),Cu-Zn合金(HMV 100)和不锈钢(SUS 304; 18Cr-8Ni- Fe):在0.98 mN至98 mN的负载范围内显示。尤其是清楚地显示了所有样品的加载和卸载压痕曲线。同时,将所有样品的压痕深度和弹性回复位移制成表格。接下来,详细描述被视为校准样本的样本HMV 700的实施过程。在对该实施方案进行了几次试验之后,获得了最终评估值,即所谓的测试仪弹簧常数C的近似真实值和压头的圆头T {sub}(Tri)的截断。使用C和T {sub}(Tri)的这些值,样品的杨氏模量E {sub}(S(C)):HMV 500,HMV 300,HMV 100和SUS 304:使用建议的杨氏模量方程计算在前一篇论文中。结果,计算值E {sub}(S(C))与假定值E {sub} s之间的一致性很好,在0.98 mN至98 mN的负载范围内几乎达到5〜6%。因此,实用的纳米压痕理论和作者提出的理论的实现方法对于通用仪器压痕测试的分析和标准化非常有用。此外,这些理论和实现方法对于小于200 nm压痕深度的位移范围将非常有效。

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