静水压力对大块非晶金属流动和断裂的影响

J. Lewandowski, P. Lowhaphandu
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引用次数: 177

摘要

研究了室温下Zr-Ti-Ni-Cu-Be块状非晶金属在0.1 ~ 700 MPa叠加静水压力下的拉伸和压缩过程。高压试验采用单轴拉伸和压缩条件下的金相抛光圆柱形试样,而扭转试验采用0.1 MPa(即大气压)条件下的抛光圆柱形试样,以接近纯剪切条件。所有的拉伸和扭转试验,无论叠加压力水平如何,都表现出线弹性破坏,在低压力水平(例如小于450 MPa)下进行的压缩试验也是如此。在最高压力下(即450mpa或更高),压缩试验显示出弹塑性行为和压缩伸长率的增加。当剪切发生破坏时,流动应力和断裂应力不受压力叠加的显著影响,表明在测试范围内的压力无关行为。然而,检测到断裂面角度发生了变化。拉伸断口面向50 ~ 59°;压缩断口方向为40°。在测试的应力状态范围内,根据τc = 950 MPa - 0.038ω;n形式的莫尔-库仑准则分析了流动和断裂行为。根据各种屈服准则和非晶态金属体系的流动和断裂理论对结果进行了讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effects of hydrostatic pressure on the flow and fracture of a bulk amorphous metal
Abstract The flow and fracture behaviour of a Zr-Ti-Ni-Cu-Be bulk amorphous metal have been determined in tension and compression at room temperature with levels of superimposed hydrostatic pressure ranging from 0.1 to 700 MPa. Metallographically polished cylindrical specimens tested in uniaxial tension and compression were utilized in the high pressure tests, while polished cylindrical torsion specimens were tested at 0.1 MPa (i.e. atmospheric pressure) in order to approach conditions of pure shear. All the tension and torsion tests, regardless of the level of superimposed pressure, exhibited linear elastic failure, as did the compression tests conducted with low levels (e.g. less than 450 MPa) of pressure. At the highest pressures (i.e. 450 MPa or higher), the compression tests exhibited elastic-perfectly plastic behaviour and an increase in the compressive elongation to fracture. The flow stress and fracture stress were not significantly affected by the superposition of pressure as failure occurred in shear, indicative of pressure-independent behaviour over the range tested. However, a change in fracture plane angle was detected. Tensile fracture surfaces were oriented at 50–59°; compression fracture surfaces were oriented at 40°. The flow and fracture behaviours were analysed in terms of a Mohr-Coulomb criterion of the form τc = 950 MPa - 0.038ω;n over the range of stress states examined. The results are discussed in the light of the various yield criteria and the flow and fracture theories provided for amorphous metallic systems.
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