同源温度为 0.2 和 0.5 时 Inconel 718 的热机械耦合研究

Owen Kingstedt, Anthony Lew, Mason Pratt, Seyyed-Danial Salehi, Sameer Rao
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摘要

本研究旨在探讨铬镍铁合金 718 (IN718) 热机械耦合的温度依赖性。之所以选择 IN718 作为模型材料,是因为其变形主要是由平面滑移产生的。在室温和 \(450\,^\{circ }\)C 下,以 750 s\(^{-1}\) 的名义应变率进行了 Split-Hopkinson(或 Kolsky)拉伸棒实验,分别代表 \(T_H=0.2\) 和 \(T_H=0.5\) 的同源温度(\(T_H = T/T_{melt}\ )。在变形过程中,用高速红外摄像机对试样量规截面进行成像。利用一维波分析、瞬态热传导方程和与温度相关的比热容值,作为塑性应变函数的温升被用来计算塑性功、热功和塑性功热转换效率,即通常所说的泰勒-昆尼系数(TQC)。不出所料,在高温测试过程中观察到塑性功明显减少。与高温实验相比,在室温下观察到的塑性变形引起的温升更低。这里首次报告了 TQC 是一个温度敏感量。在 \(T_H=0.5\) 时,观察到塑性功几乎完全转化为热量(TQC \(\approx\,1.0\))。在(T_H=0.2)的环境条件下,观察到的效率要低得多(TQC \(\approx\,0.4))。
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Investigation of Thermomechanical Coupling in Inconel 718 at Homologous Temperatures of 0.2 and 0.5

A study was conducted to investigate the temperature dependence of thermomechanical coupling in Inconel 718 (IN718). IN718 was selected as a model material due to deformation being predominantly accommodated by planar slip. Split-Hopkinson (or Kolsky) tension bar experiments were conducted at a nominal strain rate of 750 s\(^{-1}\) at room temperature and \(450\,^{\circ }\)C, representing homologous temperatures (\(T_H = T/T_{melt}\)) of \(T_H=0.2\) and \(T_H=0.5\), respectively. During deformation, specimen gauge sections were imaged with a high-speed infrared camera. Using one-dimensional wave analysis, the transient heat conduction equation, and temperature-dependent specific heat capacity values, the temperature rise as a function of plastic strain was used to calculate plastic work, thermal work, and the plastic work to heat conversion efficiency, commonly known as the Taylor–Quinney coefficient (TQC). As expected, a significant reduction in plastic work was observed during testing at elevated temperatures. The temperature rise due to plastic deformation was observed to be lower at room temperature compared to elevated temperature experiments. It is reported here for the first time that the TQC is a temperature-sensitive quantity. At \(T_H=0.5\), a nearly complete conversion of plastic work to heat was observed (TQC \(\approx\,1.0\)). Under ambient conditions of \(T_H = 0.2\), a much lower efficiency TQC \(\approx\,0.4\) was observed.

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