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Effects of Zr and Si addition on high-temperature mechanical properties and microstructure in Ti-10Al-2Nb-based alloys

机译:Zr和Si的添加对Ti-10Al-2Nb基合金高温力学性能和组织的影响

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摘要

The solid-solution strengthening effect for the single and simultaneous addition of Zr and Si on the compression strength and the creep property in Ti-10Al-2Nb based alloys (at%) with an equiaxed a phase designed by us, was investigated. The compression strengths of these alloys were investigated at temperatures between room temperature and 650 degrees C. The largest solid-solution strengthening effect was obtained for the alloys with Zr and Si simultaneously added, followed by alloys with the single addition of 2Zr or 0.5Si. For the same amounts of addition elements, the solid-solution strengthening effect of Si was larger than that of Zr. This was attributed to the larger atomic size misfit between Ti and Si than that of between Ti and Zr. A creep test was conducted for Ti-10Al-2Nb-2Zr and Ti-10Al-2Nb-2Zr-0.5Si within a temperature range of 550-650 degrees C under an applied stress between 137 and 240 MPa. The alloy with Si exhibited a longer creep life for all tested conditions due to a large solid-solution strengthening effect and high compression strength.The deformation mechanisms of the compressive deformation and tensile creep deformation were analyzed using an Arrhenius-type equation. Considering the stress exponent and activation energy, the deformation mechanism of the compressive deformation was identified as low-temperature power-law creep controlled by dislocation core diffusion. While, the deformation mechanism of the creep deformation was identified as high-temperature power-law creep controlled through lattice diffusion.
机译:研究了单一和同时添加Zr和Si对我们设计的等轴相Ti-10Al-2Nb基合金(at%)的压缩强度和蠕变性能的固溶强化作用。在室温至650摄氏度之间的温度下研究了这些合金的抗压强度。对于同时添加Zr和Si的合金,然后添加2Zr或0.5Si的合金,固溶强化效果最大。对于相同数量的添加元素,Si的固溶强化作用大于Zr。这归因于Ti和Si之间的原子尺寸失配大于Ti和Zr之间的原子尺寸失配。在550至650摄氏度的温度范围内,在137至240 MPa的外加应力下,对Ti-10Al-2Nb-2Zr和Ti-10Al-2Nb-2Zr-0.5Si进行了蠕变测试。含Si的合金由于具有较大的固溶强化作用和较高的抗压强度而在所有测试条件下均具有更长的蠕变寿命。使用Arrhenius型方程分析了压缩变形和拉伸蠕变变形的变形机理。考虑到应力指数和活化能,压缩变形的变形机理被确定为位错核心扩散控制的低温幂律蠕变。同时,蠕变变形的变形机理被确定为通过晶格扩散控制的高温幂律蠕变。

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