2023
DOI: 10.1111/ffe.13970
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Microstructural evolution and mechanical characterization for the AlCoCrFeNi2.1 eutectic high‐entropy alloy under different temperatures

Abstract: Recently, there has been a lot of interest in the AlCoCrFeNi2.1 eutectic high‐entropy alloys (EHEAs), which can achieve a good balance of strength and ductility. The relationship between the microstructure and mechanical properties of the alloy was established in this study by examining the microstructural evolution during heat treatment of 500–1000°C. The results show that the alloy's microstructure remained unchanged when the heat treatment temperature was lower than 700°C. With further rise above 800°C, the… Show more

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Cited by 10 publications
(4 citation statements)
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“…Furthermore, the dislocation climb-plus-glide mechanism may involve dislocation multiplication from Frank-Reed sources, which eventually leads to the tertiary creep behavior at an accelerated creep rate. As the above mechanisms are operated under the true stress condition in real specimens due to the incompressibility of plastic flow, the true stress and strain are given by 31,32…”
Section: Simplified Deformation-mechanism Based True-stress (Dmts) Modelmentioning
confidence: 99%
See 1 more Smart Citation
“…Furthermore, the dislocation climb-plus-glide mechanism may involve dislocation multiplication from Frank-Reed sources, which eventually leads to the tertiary creep behavior at an accelerated creep rate. As the above mechanisms are operated under the true stress condition in real specimens due to the incompressibility of plastic flow, the true stress and strain are given by 31,32…”
Section: Simplified Deformation-mechanism Based True-stress (Dmts) Modelmentioning
confidence: 99%
“…Furthermore, the dislocation climb‐plus‐glide mechanism may involve dislocation multiplication from Frank‐Reed sources, which eventually leads to the tertiary creep behavior at an accelerated creep rate. As the above mechanisms are operated under the true stress condition in real specimens due to the incompressibility of plastic flow, the true stress and strain are given by 31,32 εgoodbreak=ln()1goodbreak+ε0 σgoodbreak=σ0exp()ε where σ 0 is the engineering (nominal) stress, ε is the true strain, and ε 0 is the engineering strain. Taking the true stress–strain relationship into Equation (1) and also considering dislocation multiplication by the first approximate of the Taylor series, the SSCR of dislocation‐climb‐plus glide ε̇cg can be calculated 21 : ε̇cggoodbreak=()1goodbreak+MεcgAσEngoodbreak=()1goodbreak+MεcgAσ0Enexp()nεcgA()1goodbreak+Mεcggoodbreak+nεcgσ0Engoodbreak=()1goodbreak+Mεcggoodbreak+nεcgε̇italicss0 where M is the dislocation multiplication factor and A' is expressed as Agoodbreak=A0D0exp()QitalicRTEbkTbdp …”
Section: Simplified Deformation‐mechanism Based True‐stress (Dmts) Modelmentioning
confidence: 99%
“…This also indicates that the addition of the element Al enhances the thermal stability of the alloy. The A973 alloy has high strengths below 673 K, approaching that of the coherent nanoprecipitation-strengthened superalloys and several eutectic alloys [19,26,28]. However, the thermal stability of the alloy is poor, and the properties of the alloy considerably decrease after 673 K. The thermal stability of the semi-coherent interface is much worse than that of the coherent interface.…”
Section: Tensile Propertiesmentioning
confidence: 99%
“…Furthermore, the presence of the element Al increases the oxidation resistance of the alloys [18]. The AlCoCrFeNi 2.1 eutectic high-entropy alloy, composed of the ordered FCC phase (L1 2 ) and the ordered body-centered cubic phase (B2), exhibits exceptional mechanical properties at temperatures below 973 K [19]. However, the temperature sensitivity of semi-coherent body-centered cubic (BCC) or B2 precipitates remains uncertain.…”
Section: Introductionmentioning
confidence: 99%