4.7 Article

Additional dislocation slip determined excess yield stress in titanium

Publisher

ELSEVIER SCIENCE SA
DOI: 10.1016/j.msea.2022.144387

Keywords

Titanium; Yield stress; Slip system; Schmid factor; Grain size

Funding

  1. National Natural Science Foundation of China [52101130, 52071180]
  2. GuangDong Basic and Applied Basic Research Foundation [2020A1515110952, 2019A1515110051]
  3. Fellowship of China Postdoctoral Science Foundation [2022M710107]
  4. NSFC Original Exploration Project [12150001]
  5. Ministry of Science and Technology of China [2021YFA1200202]
  6. Program for Guangdong Introducing Innovative and Entrepreneurial Teams [2016ZT06G025]

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The slip system variations induced by excess yield stress in Ti at the early stage of plastic deformation were studied in-depth. It was found that normal grain refinement and suppressed dislocation source activation in refined-grain can significantly increase the yield stress. Combined calculations of Schmid factor and critical resolved shear stress showed that small-grain samples with higher yield stress can activate both < a >-prismatic slip and < c+a >-pyramidal slip, while large-grain samples can only activate < a >-prismatic slip. This slip system transition can explain the abnormal fine-grain strengthening effect and stress drop after yielding in Ti.
The excess yield stress induced slip system variations at the early stage of plastic deformation in Ti was in-depth studied. As a common sense, both the normal grain refinement according to the Hall-Petch relationship and the suppressed dislocation source activation in refined-grain can extensively increase the yield stress. In this study, combined calculations of Schmid factor and critical resolved shear stress suggest that small-grain samples with much higher yield stress could incorporate both < a >-prismatic slip and < c+a >-pyramidal slip, while only < a >-prismatic slip can be activated in the large-grain counterparts. This slip system transition can explain the abnormal fine-grain strengthening effect, which the experimental yield stress of small-grain sample deviates from the value that predicted by using Hall-Petch relationship, as well as the stress drop right after yielding in Ti. These findings could also provide a new strategy for designing high-strength metallic materials.

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