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Creep Analysis of Ti-600 Alloy at 600°C

机译:600°C的Ti-600合金蠕变分析

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摘要

Creep tests were carried out on Ti-600 alloy at the temperature of 600°C, and with the stresses of 150MPa, 200MPa, 250 MPa, 300 MPa and 350 MPa, respectively. Steady state creep rate and the stress exponent n at different stresses were calculated for the alloy. Threshold stress σ_0 was introduced to get the true stress exponent p. Creep deformation mechanism was also investigated. The results indicated that the steady state creep rate will increase with the rise of stress, and the creep time will be shortened at the same time. At 600°C, the threshold stress is 76.1MPa. The value of n and p is 2.4 and 1.1 respectively for the alloy crept at lower stress region (150-200MPa); and which is 7.4 and 4.1 respectively for the alloy crept at higher stress region (200-350MPa). Constitutive equations of steady state creep rate were established for the alloy crept at 600°C. The creep deformation mechanism for the alloy is grain boundary diffusion one (Coble creep mechanism) at lower stress region, and which is dislocation climbing mechanism controlled by lattice diffusion (Weetman creep mechanism) at higher stress region.
机译:在600℃的温度下在Ti-600合金上进行蠕变试验,并分别应力为150MPa,200mPa,250mPa,300MPa和350MPa。为合金计算稳态蠕变率和不同应力下的应力指数n。介绍了阈值应力σ_0以获得真正的应力指数p。还研究了蠕变变形机制。结果表明,随着应力的升高,稳态蠕变率将增加,并且蠕变时间将同时缩短。在600°C时,阈值应力为76.1MPa。对于低应力区域(150-200MPa),合金分别为2.4和1.1的值为2.4和1.1;对于在更高的应力区域(200-350MPa)的合金中,分别为7.4和4.1。为600℃的合金建立了稳态蠕变率的组成方程。该合金的蠕变变形机制是低应力区域的晶界扩散一(脱碎蠕变机构),并且是较高应力区域的晶格扩散(Weetman蠕变机制)控制的位错攀爬机构。

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