Area Function for Nanoindentation at High Temperatures

Toshiro Okawa, I. Clark, K. Tashiro, H. Honma, K. Yoshihara, O. Takai
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引用次数: 1

Abstract

It becomes important to measure mechanical properties of local area of materials because of downsizing of industrial materials, and the fracture of materials often starts at the nanoscale defects. Therefore, the measurement of hardness of the local area of materials is one of key technologies to develop new materials. Nanoindentation is the depth sensing indentation method and can measure the mechanical properties of nanoscale area of materials. The hardness of materials under the controlled environment like high temperature is a big issue in energy or environment industries. Therefore, it becomes important to measure high temperature mechanical properties of nanoscale area of materials by nanoindentation. However, the shape of indenter may change when an indenter contacts to the material surface at high temperatures, and the nanoindentation at high temperatures may lead to inaccuracy of measurements. Nanoindentation does not measure indented are directly but converts the indentation depth to the indented area by area function. In order to correctly convert the indentation depth to the indented area, it is necessary to derive the area function of indented area at high temperatures. In this report, the area function is proposed that considers the change of indenter shape during repeating contact at heated materials. By using this proposed area function, nanoindentation hardness and the reduced modulus of sapphire were obtained at 303K, 473K, 673K, 873K and 1073K successfully. The nanoindentation can be used at high temperatures, if this proposed area function is used.
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高温下纳米压痕的面积函数
由于工业材料的小型化,测量材料局部的力学性能变得非常重要,而材料的断裂往往是从纳米级缺陷开始的。因此,材料局部硬度的测量是开发新材料的关键技术之一。纳米压痕是一种深度感测压痕方法,可以测量材料纳米级区域的力学性能。材料在高温等受控环境下的硬度是能源或环境行业面临的一大难题。因此,利用纳米压痕技术测量材料纳米尺度区域的高温力学性能变得十分重要。然而,当压头在高温下与材料表面接触时,压头的形状可能会发生变化,高温下的纳米压痕可能导致测量的不准确性。纳米压痕不直接测量压痕面积,而是通过面积函数将压痕深度转换为压痕面积。为了正确地将压痕深度转换为压痕面积,有必要推导出高温下压痕面积的面积函数。在本报告中,提出了考虑在加热材料重复接触时压头形状变化的面积函数。利用该面积函数,成功地获得了蓝宝石在303K、473K、673K、873K和1073K下的纳米压痕硬度和还原模量。如果使用这个区域函数,纳米压痕可以在高温下使用。
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