Research on Eutectic Alloys

A special issue of Metals (ISSN 2075-4701). This special issue belongs to the section "Metal Casting, Forming and Heat Treatment".

Deadline for manuscript submissions: closed (20 April 2025) | Viewed by 537

Special Issue Editors

School of Materials and Chemical Engineering, Xi’an Technological University, Xi’an 710021, China
Interests: eutectic; recalescence; solidification; growth velocity; dendrite
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Guest Editor
Materials Processing Engineering, State Key Laboratory of Solidification Processing, Northwestern Polytechnic University, Xi’an 710072, China
Interests: solidification; magnesium alloy; steel; eutectic
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Special Issue Information

Dear Colleagues,

Eutectic alloys have a wide range of applications in people's daily lives, in industrial machine tools, in the automotive industry, aerospace industry, and occupy an important position in industry. For example, cast iron pots used for cooking, cast iron cylinder heads and shells for car engines, aluminum alloy wheels, aircraft combustion chambers made of eutectic high entropy alloys in aviation, and turbine blades are all related to eutectic alloys. The development of these fields cannot be separated from the development and progress of experimental and theoretical models, and computer simulation research methods for eutectic alloys. The experimental research reports on eutectic alloys have been increasing in recent years, with more and more types of new eutectic alloys and new application areas emerging. Since Jackson and Hunt proposed the classical JH-model in 1966, the solidification theory of eutectic alloys has been continuously enriched and rapidly developed with the increasing complexity of solidification conditions. Various new model theories are becoming increasingly accurate in describing the eutectic solidification process. The phase field method represented by Karma and the cellular automaton method represented by Rappaz have made significant progress and applications in eutectic simulation, especially in recent years, with more fruitful achievements.

In this Special Issue, we welcome articles on new forming methods for eutectic alloys, eutectic alloy solidification theory, eutectic microstructure evolution, eutectic material strengthening mechanisms, and heat treatment processes. The microstructure control process and related phase transformation theoretical models of eutectic alloys are particularly interesting, and research on additive manufacturing technology and high-performance products of eutectic alloys is also welcome for submission.

Dr. Junfeng Xu
Prof. Dr. Changlin Yang
Guest Editors

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Keywords

  • eutectic
  • solidification
  • undercooling
  • alloy
  • growth
  • microstructure
  • metal
  • phase diagram
  • simulation

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Published Papers (1 paper)

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Research

14 pages, 4060 KiB  
Article
A Novel Method to Predict Phase Fraction Based on the Solidification Time on the Cooling Curve
by Junfeng Xu, Yindong Fang, Tian Yang and Changlin Yang
Metals 2025, 15(6), 652; https://doi.org/10.3390/met15060652 - 11 Jun 2025
Viewed by 172
Abstract
The phase fraction plays a critical role in determining the solidification characteristics of metallic alloys. In this study, we propose a novel method (fs = (ttl)/(tstl)) for estimating the phase [...] Read more.
The phase fraction plays a critical role in determining the solidification characteristics of metallic alloys. In this study, we propose a novel method (fs = (ttl)/(tstl)) for estimating the phase fraction based on the solidification time in cooling curves. This method was validated through an experimental analysis of Al-18 wt%Cu and Fe42Ni42B16 alloys, where the phase fractions derived from cooling curves were compared with quantitative microstructure evaluations using computer-aided image analysis and the box-counting method. Then, a comparison between the analysis using the present novel method and Newtonian thermal analysis demonstrates good agreement between the results. The present method is easier to operate, since it does not need derivative and integral operations as in Newtonian thermal analysis. In addition, based on the characteristics of the cooling curve, we also found two other relationships—V/Rc = DTc and RΔt = constant, where V is the solidification rate, Rc is the recalescence rate, D is the diameter of the focal area of the pyrometer, ΔTc is the recalescence height, R is the cooling rate, and Δt is the solidification plateau time. These findings establish an operational framework for quantifying phase fractions and solidification rates in rapid solidification. Full article
(This article belongs to the Special Issue Research on Eutectic Alloys)
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