姓名： 吴春霖
职称： 副研究员
研究方向：动态均质化、复合材料细观力学、计算固体力学、格林函数
联系方式：chunlinwu@ shu.edu.cn
办公室：HE 306A，宝山
个人简介
本人从事计算固体力学、Eshelby细观力学以及格林函数，开发出了计算力学程序iBEM并于2022年发表方法专著。目前，本人主攻方向为简谐态、瞬态Eshelby夹杂问题以及对应的复合材料非稳态均质化处理。欢迎各位有意向同学联系交流。本人成果主要发表于固体力学顶级期刊JMPS, Proc. Roy. Soc. A, IJSS, JAM，以及其他力学相关期刊如EABE、IJHMT以及IJES等。
学习工作经历（本科开始）
2013-2017 同济大学 土木工程 工学学士
2017-2018 哥伦比亚大学 土木工程 理学硕士
2018-2021 哥伦比亚大学 固体力学 哲学硕士
2018-2021 哥伦比亚大学 固体力学 哲学博士
2022-10 - 2022-12 哥伦比亚大学 博士后
2023-02 - 2025-03 上海大学 讲师
2025-03-至今 上海大学 副研究员
获奖及荣誉称号
Mindlin Scholar Award in Civil Engineering and Engineering Mechanics
上海市“晨光学者”（2023）
第一作者学术论文(*为通讯作者)
[1] Chunlin Wu, Zhenhua Wei*, Huiming Yin*, 2025, Transient thermal analysis of a bi-layered composites with the dual-reciprocity inclusion-based boundary element method. International Journal of Heat and Mass Transfer.
[2] Chunlin Wu, Zhenhua Wei*, Huiming Yin*, 2025, Generalized Eshelby's inclusion and inhomogeneity problems for transient heat transfer. International Journal of Solids and Structures.
[3] Chunlin Wu, Tengxiang Wang, Huiming Yin*, 2025, The Green's Function Based Analysis for Seasonal Heat Storage and Utilization in a Solar-Geothermal Building, Journal of Energy Storage
[4] Chunlin Wu, Tengxiang Wang, Liangliang Zhang, Huiming Yin*, 2025, Bimaterial Green’s function for transient and time harmonic heat transfer revisited, Journal of Applied Mechanics, ASME.
[5] Chunlin Wu, Tengxiang Wang and Huiming Yin*. 2025, Thermal analysis of particulate composites with the Dual-reciprocity inclusion-based boundary element method. Engineering Analysis with Boundary Elements.
[6] Chunlin Wu*, Huiming Yin*, 2025, Transient thermal analysis of composites containing spherical inhomogeneities for the particle size effect on laser flash measurements. International Journal of Solids and Structures.
[7] Chunlin Wu, Linfei Zhang, Jinming Zhang, Huiming Yin*, 2025, Elastodynamic Analysis of Composites Subjected to Harmonic Excitation. Engineering Analysis with Boundary Elements
[8] Chunlin Wu, Tengxiang Wang, Huiming Yin*, 2025, Eshelby's inclusion and inhomogeneity problems under harmonic heat transfer. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
[9] Chunlin Wu, L. Zhang, G. Weng and H. Yin*., 2024, Thermomechanical modeling of functionally graded materials based on bimaterial fundamental solutions. International Journal of Engineering Sciences.
[10] Chunlin Wu and H, Yin*, 2024, Stress discontinuity and singularity around the vertex of a triangular inhomogeneity, Journal of the Mechanics and Physics of Solids.
[11] Chunlin Wu* and H. Yin, 2023, The effects of boundary and inhomogeneities on the delamination of a bi-layered material system, International Journal of Damage Mechanics
[12] Chunlin Wu, L. Zhang, P. Singhatanadgid, and D. Zhang*, 2023, Thermoelastic analysis of a bi-layered system with the single domain inclusion-based boundary element method, Engineering Analysis with Boundary Elements
[13] Chunlin Wu and H. Yin*, 2023, Thermoelastic fields for a heat exchanger of arbitrary shape in a bi-material infinite plane, International Journal of Solids and Structures
[14] Chunlin Wu, L. Zhang* and H. Yin*, 2023, Effect of defects and reinforcements on the mechanical behavior of a bi-layered panel, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences
[15] Chunlin Wu, T. Wang and H. Yin*, 2023, The Green’s function based thermoelastic analysis of spherical geothermal tanks in a semi-infinite domain, Journal of the Mechanics and Physics of Solids
[16] Chunlin Wu, L. Zhang* and H. Yin, 2023, Stress concentration of a micro-void embedded in a bi-layered material considering the boundary effects, Journal of Engineering Mechanics, ASCE
[17] Chunlin Wu, L. Zhang*, J. Cui and H. Yin*, 2023, Three-dimensional elastic analysis of a bi-material system with a single domain boundary element method, Engineering Analysis with Boundary Elements
[18] Chunlin Wu, L. Zhang, G. Song and H. Yin*, 2022, Inclusion-based boundary element method for virtual experiments of particulate composites containing arbitrarily shaped inhomogeneities, Engineering Analysis with Boundary Elements
[19] Chunlin Wu, L. Zhang and H. Yin*, 2021, Elastic solution of a polyhedral particle with a polynomial eigenstrain and particle discretization, Journal of Applied Mechanics, Transection of ASME
[20] Chunlin Wu, Z. Wei. and H. Yin*, 2021, Virtual and physical experiments of encapsulated phase change material embedded in building envelopes, International Journal of Heat and Mass Transfer
[21] Chunlin Wu and H. Yin*, 2021, Elastic solution of a polygon-shaped inclusion with a polynomial eigenstrain, Journal of Applied Mechanics, Transection of ASME
[22] Chunlin Wu and H. Yin*, 2021, The inclusion-based boundary element method (iBEM) for virtual experiments of elastic composites, Engineering Analysis with Boundary Elements
通讯作者学术论文(*为通讯作者，蓝色标注为本人指导的研究生)
[1] Yuanpeng Yang, Gan Song and Chunlin Wu*, 2025, Thermoelastic solution of an infinite space containing ellipsoidal inhomogeneities. Journal of Thermal Stresses.
[2] J. Zhang, Chunlin Wu* and H. Yin, 2024, Particle size effect on the thermoelastic behavior of composites - a comparative study between a heterogeneous and homogenized beam, Mechanics of Materials.
[3] 杨远鹏，吴春霖*，2024，双材料和半无限大空间中椭球夹杂的稳态热分析，上海大学学报（自然科学版）
共同通讯作者学术论文(*为通讯作者)
[1] M. Zadshir, Chunlin Wu*, X. Yu and H. Yin*, 2023, Design and performance testing of a novel building integrated photovoltaic thermal roofing panel, Building Simulation
发表合著
[1] Huiming Yin, Gan Song, Liangliang Zhang, and Chunlin Wu, 2022, The inclusion-based boundary element method (iBEM), Elsevier
预印本论文（*为通讯作者，蓝色为所指导的研究生，预印本处于同行评审阶段，欢迎各位同行讨论，虚心接受各位批评指正）
[1] Yuanpeng Yang, Huiming Yin and Chunlin Wu*, 2026, Singularities at the vertex of connected angular inhomogeneities under thermal and elastic loading, ArXiv Preprint, Revision in International Journal of Solids and Structures
[2] Chunlin Wu, Gal Shmuel, and Huiming Yin*, 2026, On the thermal Willis coupling of laminate composites under harmonic heat transfer, (In Preparation, Submit soon)
科研项目：
[1] 国家自然科学基金委，青年基金，“基于双重夹杂边界元法的双层复合材料热弹性分析”（2024/01-2026/12）
发明专利
iBEMResearch/iBEM Source Code on GITHUB
主要讲授课程
材料力学、弹性力学
