2015
DOI: 10.1016/j.jallcom.2015.08.209
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Cluster-plus-glue-atom model and universal composition formulas [cluster](glue atom)x for BCC solid solution alloys

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Cited by 44 publications
(15 citation statements)
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“…The cluster-plus-glue-atom model 42 , 43 was used to describe the local atomic distribution of alloying elements in solid solutions based on the chemical short-range orders (CSROs) proposed initially by Colley 44 and Friedel 45 . CSROs are the most typical structural characteristics of solid solutions and represent the local structural heterogeneities caused by the distribution of solute atoms, which plays an important role in various mechanical and physical properties of alloys 46 48 .…”
Section: Composition Rules Of Ni-base Sc Superalloys Via the Cluster mentioning
confidence: 99%
See 1 more Smart Citation
“…The cluster-plus-glue-atom model 42 , 43 was used to describe the local atomic distribution of alloying elements in solid solutions based on the chemical short-range orders (CSROs) proposed initially by Colley 44 and Friedel 45 . CSROs are the most typical structural characteristics of solid solutions and represent the local structural heterogeneities caused by the distribution of solute atoms, which plays an important role in various mechanical and physical properties of alloys 46 48 .…”
Section: Composition Rules Of Ni-base Sc Superalloys Via the Cluster mentioning
confidence: 99%
“…Thus, this cluster model can visualize the CSRO as a local structural unit consisting of a nearest-neighbor cluster surrounded by several glue atoms. A composition formula [cluster](glue atom) m ( m being the glue atom number) can be then obtained from the cluster structural unit, in which the nearest-neighbor clusters are cuboctahedron with a coordination number of 12 (CN12) and rhombi-dodecahedron with CN14 in FCC and BCC solid solutions, respectively 42 , 43 .…”
Section: Composition Rules Of Ni-base Sc Superalloys Via the Cluster mentioning
confidence: 99%
“…Furthermore, the Mo eq describes the β structural stability of Ti alloys alone, and could not correlate directly with the properties, such as the Young's modulus. Actually, the interactions among alloying elements with the base element could be incarnated into the CSROs of solid solutions, which is the significant microstructural feature [15][16][17] . Based on CSROs, we proposed a 'cluster-plus-glue-atom' structural model to describe the local atomic distribution of alloying solute elements.…”
Section: Characteristic Parameters In Low-e β-Ti Alloysmentioning
confidence: 99%
“…Besides Mo eq , the d-electron theory method 10,11 and valence electron concentration [12][13][14] are frequently used to design multicomponent low-E alloys. A cluster-formula approach is also applied to design alloy compositions in multicomponent systems, which considers the correlations among alloying solute elements and the base element in light of the chemical short-range orders (CSROs) of solid solutions and then gives chemical compositions intuitively [15][16][17] . Thus, a series of low-E β-Ti alloys have been achieved by the cluster formula of [(Mo,Sn) − (Ti,Zr) 14 ](Nb,Ta) 1-3 , in which the lowest E = 48 GPa could reach at the [(Mo 0.5 Sn 0.5 ) − (Ti 13 18 .…”
Section: Introductionmentioning
confidence: 99%
“…[33][34][35][36] In addition, cuboidal L2 1 nanoparticles were also precipitated in a newly designed light-weight BCC-based Al 1.5 CrFeMnTi HEA, which exhibits a high microstructural stability. 37 In our recent work, we designed a series of HEAs 23,38 with a composition of Al 2 M 14 (M represents different combinations of Ni, Co, Fe, and Cr) with the guide of the cluster formula approach, 39 in which the cuboidal B2 nanoparticles are found to be precipitated coherently into the BCC matrix. 23,38 Among them, the typical BCC Al 0.7 NiCoFeCr 2 HEA, derived from the composition of Al 2 M 14 with M 5 Ni 1 Co 1 Fe 1 Cr 2 , exhibits a higher yield strength of above 1700 MPa due to the special coherent microstructure.…”
Section: Introductionmentioning
confidence: 99%