TC18钛合金热压缩行为及β晶粒织构演化

    Hot Compression Behaviors and Crystallographic Texture Evolution of β-Grains in TC18 Titanium Alloy

    • 摘要: 采用Gleeble-3800热压缩模拟试验机系统研究了TC18高强韧钛合金在815~910℃、应变速率0.001~1s-1条件下的热变形行为及β晶粒织构特征。结果发现:合金试样的流变应力随变形温度升高而降低,随应变速率增加而增加。在低应变速率下,流变应力随应变增加基本维持稳定状态,而在高应变速率下,出现应力急剧降低。EBSD表征显示,热压缩组织中形成<111>和<001>两种β晶粒织构。变形温度越高、变形量越大、或者变形速率越慢时,<001>织构增强而<111>织构减弱,出现了<001>织构对<111>织构的“吞噬”现象。分析表明,在低应变速率下,合金试样的动态再结晶软化抵消了加工硬化使得流变应力维持动态稳定。815℃、1 s-1高应变速率下流变应力大幅降低归因于剧烈温升导致的α粒子重溶对第二相强化作用的减弱。而910℃、1 s-1下流变应力的急剧降低则归结为β晶界处动态再结晶导致的组织软化作用。最后,β晶粒织构演化中<001>织构对<111>织构的“吞噬”现象通过应变诱发晶界迁移理论进行解释。

       

      Abstract: Hot deformation behavior and texture of β-phase of TC18 titanium alloy were systematically investigated using Gleeble-3800 thermal simulator at compression temperature of 815-910 ℃ and strain rate of 0.001-1 s-1. It is found that the flow stress decreases at elevated compression temperature while it increases at high strain rates. As for the flow stress-strain curves, a global trend is that the flow stress almost maintains the steady state upon straining at low strain rates, while the sharp stress degradation takes place at high strain rates. Meanwhile, EBSD characterization reveals that two deforma tion texture components of <111> and <001> appear in the compressed microstructure, the <001> texture become stronger in accompany with the weakening of the <111> texture as increasing the testing temperatures, the compression strains, or lowering the strain rates.Our analysis indicate that the steady flow stress at low strain rates results from the dynamic balance between recrystallization softening effect and strain hardening effect. The sharp stress degradation at the temperature of 815 ℃ and high strain rate of 1s-1 can be ascribed to the weakening of the precipitation-strengthening effect due to the redissolution of α-particles into theβ-matrix, while the structure softening cause by dynamic recrystallization is the main reason for the dramatical stress drop at elevated temperature of 910 ℃ and high strain rate of 1 s-1. Moreover, the increase of <001> texture at the cost of <111>texture can be rationalized using the theory of strain-induced grain boundary migration.

       

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