谭黎明

助理研究员

所在单位:粉末冶金研究院

学历:博士研究生毕业

性别:男

学位:博士学位

在职信息:在职

毕业院校:中南大学

学科:材料科学与工程

曾获荣誉:

2022-12-30  当选:  中国有色金属工业科技进步一等奖

2022-11-09  当选:  第八届中国科协青年人才托举工程

   
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Quantifying Solid Solution Strengthening in Nickel-Based Superalloys via High-Throughput Experiment and Machine Learning

发布时间:2023-03-08

点击次数:

影响因子:2.4

DOI码:10.32604/cmes.2022.021639

所属单位:中南大学粉末冶金研究院,中国上海AECC 商用航空发动机有限公司,西安航空工程学院

教研室:高温结构材料研究所,强度与振动力学结构国家重点实验室

发表刊物:Computer Modeling in Engineering & Sciences

项目来源:国家科学技术大项目(J2019-IV-0003-0070)、中国自然科学基金(91860105、52074366)、中国博士后科学基金会(2019M662799)、中国湖南省自然科学基金(2021JJ40757)、湖南省科技创新计划(2021RC3131)、长沙市自然科学基金(kq2014126)

关键字:Multicomponent diffusion multiples, Solid solution strengthening, strengthening models, Machine learning

摘要:Solid solution strengthening (SSS) is one of the main contributions to the desired tensile properties of nickel-based superalloys for turbine blades and disks. The value of SSS can be calculated by using Fleischer's and Labusch's theories, while the model parameters are incorporated without fitting to experimental data of complex alloys. In this work, four diffusion multiples consisting of multicomponent alloys and pure Ni are prepared and characterized. The composition and microhardness of single gamma phase regions in samples are used to quantify the SSS. Then, Fleischer's and Labusch's theories are examined based on high-throughput experiments, respectively. The fitted solid solution coefficients are obtained based on Labusch's theory and experimental data, indicating higher accuracy. Furthermore, six machine learning algorithms are established, providing a more accurate prediction compared with traditional physical models and fitted physical models. The results show that the coupling of high-throughput experiments and machine learning has great potential in the field of performance prediction and alloy design.

合写作者:Zexin Wang, Zi Wang, Zijun Qin, Feng Liu, Xueling Fan, Lan Huang

第一作者:Zihang Li

论文类型:Article

通讯作者:谭黎明, Xiaochao Jin

学科门类:工学

一级学科:冶金

卷号:135

期号:2

页面范围:1521-1538

ISSN号:1526-1492

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发表时间:2023-03-08

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