性别：男

学位：博士

职称：教授，博导

系部：工程力学系

邮箱：changzheng.cheng@hfut.edu.cn

主页：/

方向：计算固体力学、结构强度学、复合材料力学等

招生：本人已与美国明尼苏达大学、意大利帕多瓦大学、澳大利亚皇家墨尔本大学、德国包豪斯国立大学、法国巴黎北方大学进行过博士生联合培养。每年招收力学硕士、力学博士、建筑与土木工程专业硕士。

个人简介

suncitygroup太阳新城官网黄山青年学者，安徽省教坛新秀，全国力学教学优秀教师，曾获教育部霍英东青年教师奖、杜庆华工程计算方法优秀青年学者奖、安徽省级教学成果奖等多项奖励。主持国家自然科学基金面上项目3项、国家自然科学基金青年项目1项和安徽省自然科学基金项目1项。在IJNME和CMAME等计算力学类、IJF和EFM等断裂力学类、IJSS和IJMS等固体力学类国际顶级期刊以及《力学学报》、《中国科学》等国内核心期刊上发表学术论文110余篇，出版学术专著1部。现任安徽省力学学会青年工作委员会副主任委员、安徽省力学学会理事、安徽省振动工程学会理事、南方计算力学联络委员会委员、《suncitygroup太阳新城官网学报》编委。

教育背景

1996/09–2000/06 suncitygroup太阳新城官网，材料工程，学士

2000/09–2003/06 suncitygroup太阳新城官网，固体力学，硕士

2004/09–2007/11 suncitygroup太阳新城官网，工程力学，博士

工作经历

科研项目

[1] 国家自然科学基金面上项目，基于奇性特征分析的切口断裂动力学边界元法研究，12172114，2022/01-2025/12，主持；

[2] 国家自然科学基金面上项目，三维切口完整奇异应力场的等几何边界元法分析研究，11772114，2018/01-2021/12，主持；

[3] 国家自然科学基金面上项目，功能梯度磁电弹材料切口强度边界元法研究，11372094，2014/01-2017/12，主持；

[4] 国家自然科学基金青年项目，芯片封装结构热力性能边界元法研究，11102056，2012/01-2014/12，主持；

[5] 安徽省自然科学基金青年项目，广义T应力影响焊接结构安全研究，11040606Q38，2011/01-2012/12，主持；

获得奖励

[1] 夯实基础、突出应用——计算力学系列课程整体化教学法与实践，安徽省省级教学成果奖二等奖，2019，排名2/4；

[2] 基础力学的“兴趣研习拓展”三位一体教学模式研究与实践，安徽省省级教学成果奖二等奖，2010，排名5/5；

代表成果

[1] Y.F. Huang, C.Z. Cheng*, Z.L. H, H.L Zhou. Simulation of singularity in the potential problem with semi-analytical elements. Applied Mathematical Modelling, 2021, 97: 666-682.

[2] Y.Y Yang, W.P, S.L Yao, C.Z. Cheng*, Q.G. Wu. Analysis of the non-singular stress terms for the sharp notches under anti-plane loading. Engineering Fracture Mechanics, 2021, 245: 107583.

[3] C.Z. Cheng*, W. Pan, Y.F. Huang, J.L. Sun, Z.R. Niu. Influence of geometry and material on the stress intensity of an interfacial crack propagating from a bi-material notch. Engineering Analysis with Boundary Elements, 2020, 111: 206-211.

[4] S.L. Yao, M. Zappalorto, W. Pan, C.Z. Cheng*, Z.R. Niu. Two dimensional displacement and stress fields for tri-material V-notches and sharp inclusions in anisotropic plates. European Journal of Mechanics/A Solids, 2020, 80: 103927.

[5] S.L. Yao, M. Zappalorto, C.Z. Cheng*, Z.R. Niu, J.C. Li. Determination of high order fields for multi anisotropic materials antiplane V-notches and inclusion by the asymptotic expansion technique and an over-deterministic method. Fatigue & Fracture of Engineering Materials & Structures, 2020, 43, 1384-1398.

[6] W. Pan, Y.Y. Yang, S.L. Yao, C.Z. Cheng*, Z.R. Niu. The calculation of singular orders for composite material antiplane propagating V-notches. Journal of Engineering Mathematics, 2020, 124: 89-97.

[7] Z.L. Han, Y.F. Huang, C.Z. Cheng*, Y.C. Liang, Z.J. Hu, Z.R. Niu. The semianalytical analysis of nearly singular integrals in 2D potential problem by isogeometric boundary element method. International Journal for Numerical Methods in Engineering, 2020; 121: 3560-3583.

[8] Z.L. Han, S.K.F. Stoter, C.T. Wu, C.Z. Cheng, A. Mantzaflaris, S.G. Mogilevskaya*, D. Schillinger. Consistent discretization of higher-order interface models for thin layers and elastic material surfaces, enabled by isogeometric cut-cell methods. Computer Methods in Applied Mechanics and Engineering. 2019, 350: 245-267.

[9] C.Z. Cheng*, D. Pan, Z.L. Han, M. Wu, Z.R. Niu. A state space boundary element method with analytical formulas for nearly singular integrals. Acta Mechanica Solida Sinica, 2018, 31(4): 433-444.

[10] S.L Yao, C.Z. Cheng*, Z.R. Niu, Z.J. Hu. Evaluation of notch stress intensity factors by the asymptotic expansion technique coupled with the finite element method. Applied Mathematical Modelling, 2018, 61: 682-692.

[11] C.Z. Cheng*, S.L. Yao, J.L. Sun, Z.R. Niu. Singularity characteristic analysis for a V-notch in angularly heterogeneous moderately thick plate. International Journal of Mechanical Sciences, 2016, 115-116: 215-225.

[12] C.Z. Cheng*, S.Y. Ge, S.L. Yao, Z.R. Niu, N. Recho. Singularity analysis for a V-notch with angularly inhomogeneous elastic properties. International Journal of Solids and Structures, 2016, 78-79: 138-148.

[13] C.Z. Cheng*, S.L. Yao, Z.L. Han, N. Recho, Z.R. Niu. Evaluation of the singularity exponents and characteristic angular functions for piezoelectric V-notches under in plane and out of plane conditions. Theoretical and Applied Fracture Mechanics, 2015, 76: 50-59.

[14] C.Z. Cheng*, Z.R. Niu, N. Recho. Effect of non-singular stress on the brittle fracture of V-notched structure. International Journal of Fracture, 2012, 174: 127-138.

[15] C.Z. Cheng*, Z.R. Niu, N. Recho, Z.Y. Yang, R.Y. Ge. A natural stress boundary integral equation for calculating the near boundary stress field. Computers and Structures, 2011, 89:1449-1455.