非硅原子 AlCrMnFeNi 高熵合金在低温和高温下的变形机理研究

Ahmed W. Abdelghany, M. Jaskari, A. Hamada, M. Gepreel, A. Järvenpää
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摘要

高熵合金(HEAs)由于其优越的性能和实现高强度和高塑性平衡的挑战,导致了材料科学的突破。本文研究了单相Al8Cr12Mn25Fe35Ni20高熵合金(Fe-HEA)在冷热压缩试验中的组织演变。研究了温度对面心立方结构Fe-HEA的力学性能和变形机理的影响。电弧熔化的铸锭在1473 K下均匀化,然后在测试程序之前直接热轧以打破合金的铸造组织。Fe-HEA通过单轴压缩测试,在三个不同的选择温度:293,473和673 K,利用Gleeble热机械模拟器,应变速率为0.001 s-1。与293和473 K相比,673 K的压缩行为表现出更高的应变硬化指数。利用x射线衍射(XRD)和电子背散射衍射(EBSD)研究了压缩和淬火试样的变形组织特征、变形机理和相转。在473 K和673 K变形条件下,位错密度分别为4.11 × 1014和5.39 × 1014 m-2。当变形温度为673 K时,在高角度晶界处有B2析出。
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Study on the Deformation Mechanism of a Nonequiatomic AlCrMnFeNi High-Entropy Alloy at Cold and Warm Temperatures
High-entropy alloys (HEAs) have led to breakthroughs in materials science due to their superior properties and the challenge of achieving the high strength and high ductility trade-off. Microstructural evolution during cold and warm compression tests of the single-phase Al8Cr12Mn25Fe35Ni20 high entropy alloy (Fe-HEA) is investigated in the present work. The current study assesses the effect of temperature on the mechanical properties and deformation mechanism of the face-centered cubic structure Fe-HEA. The arc-melted ingot is homogenized at 1473 K and then directly hot-rolled to break the cast structure of the alloy prior to testing procedures. Fe-HEA is tested through uniaxial compressive testing at three different selected temperatures: 293, 473, and 673 K utilizing a Gleeble thermo-mechanical simulator at a strain rate of 0.001 s-1. The compressive behavior at 673 K showed a higher strain hardening exponent when compared to 293 and 473 K. The deformed microstructural features of the compressed and quenched specimens, deformation mechanism, and phase revolution are investigated with X-ray diffraction (XRD) and electron backscattered diffraction (EBSD). Dislocation densities for the deformed conditions were estimated to be 4.11 × 1014 and 5.39 × 1014 m-2 for the 473 and 673 K deformed conditions, respectively. At a deformation temperature of 673 K, B2 precipitation is observed at the high-angle grain boundaries.
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