伍毅

/** body{ margin:0; padding:0; font-family:"微软雅黑"; font-size:14px; background:url(/_ts/zwmb01/images/body_bg.png) } .wrapper{width:100%; background:url(/_ts/zwmb01/images/body_topbg.png) top center no-repeat; min-height:800px; background-size:100%; } */ body{ margin:0; padding:0; font-family:"微软雅黑"; font-size:14px; background-image:url(/_ts/zwmb01/images/body_bg.png) ; background-repeat:no-repeat; background-position:top; } .wrapper{width:100%; background:url(/_ts/zwmb01/images/body_topbg.png) top center no-repeat; min-height:800px; background-size:100%; } 登录后台 English 首页 科学研究 研究领域 科研项目 论文成果 专利软著 著作成果 教学研究 教学资源 授课信息 教研项目 教研成果 获奖信息 招生信息 学生信息 合作意向 最新动态 伍毅 45 个人信息Personal Information 教师英文名称：Wu Yi 职称：讲师（高校） 毕业院校：Université Paris-Est(法国), 湖南大学 学科：车辆工程 学历：研究生 学位：博士 所在单位：机械工程学院 电子邮箱：yi_wu@ustb.edu.cn 办公地点：土木楼1013 个人简介Personal Profile Short CV： 2015年本科毕业于湖南大学车辆工程系，获工学学士学位，后被保送至本校直博，在汽车车身先进设计制造国家重点实验室开展相关的学习和研究工作。期间受资助前往法国国家科研中心多尺度建模与仿真实验室（MSME UMR 8208 CNRS）开展研究工作，获湖南大学与东巴黎大学（Université Paris-Est）颁发的博士双学位，专业为机械工程和Docteur en Mécanique。 主要从事计算固体力学、拓扑优化方法等方面的研究工作，旨在于开发先进的数值计算方法，解决汽车车身设计等场景下的结构优化中的动力学、强度、断裂、不确定性等问题，促进工业仿真计算和优化设计软件的发展。作为第一或通讯作者在Computer Methods in Applied Mechanics and Engineering、Structural and Multidisciplinary Optimization、Engineering with Computers、Advances in Engineering Software、Engineering Analysis with Boundary Elements等本领域国际重要期刊发表论文 10 余篇。曾作为分会场联合主席参与国际计算力学大会(WCCM 2022) 和欧洲应用科学和工程计算方法大会(ECCOMAS 2022)；作为报告人参与 WCSMO 2017 和 WCSMO 2019 会议。主持中国博士后科学基金面上项目一项；作为骨干参与了JWKJW基础加强计划、国家重点研发计划、国家自然科学基金等国家级项目。 Selected publications: [1] Y. Wu, E. Li, Z.C. He*, X.Y. Lin, H.X. Jiang, Robust concurrent topology optimization of structure and its composite material considering uncertainty with imprecise probability, Comput. Methods Appl. Mech. Eng. 364 (2020) 112927. [2] Y. Wu, J. Yvonnet*, P. Li, Z.-C. He, Topology optimization for enhanced dynamic fracture resistance of structures, Comput. Methods Appl. Mech. Eng. 394 (2022) 114846.  [3] C. Wang, E.L. Zhou, Y. Wu*, E. Li, Y.Y. Huang, Transient stress-constrained topology optimization of impacted structures, Struct. Multidiscip. Optim. 66 (2023).  [4] Y. Wu, H. Hu, J. Zheng, Y. Zhang, E. Li, Z.C. He*, Robust topology optimization with interval field model: on the spatially varied non-probabilistic uncertainty of material property, loading and geometry, Eng. Comput. (2023) 1–17. [5] Y. Wu, P. Li, Q. Li, B. Liu*, Topology optimization for energy absorption of quasi-brittle structures undergoing dynamic fractures, Adv. Eng. Softw. 187 (2024) 103567. Publications: 2024 [25] Y. Wu, P. Li, Q. Li, B. Liu, Topology optimization for energy absorption of quasi-brittle structures undergoing dynamic fractures, Adv. Eng. Softw. 187 (2024) 103567. [24] P. Li, Y. Wu, J. Yvonnet, S. Liu, S. Gu, Phase field modeling of dynamic fracture in elastoplastic composites with interfacial debonding, Eng. Fract. Mech. 295 (2024) 109792. 2023 [23] C. Wang, E.L. Zhou, Y. Wu, E. Li, Y.Y. Huang, Transient stress-constrained topology optimization of impacted structures, Struct. Multidiscip. Optim. 66 (2023) 94.  [22] G.-B. Chang, C. Wang, Y. Wu, W.-K. Jiang, A topology optimization method based on the edge-based smoothed finite element method, Int. J. Comput. Methods. 20 (2023) 2250047. [21] Y. Wu, H. Hu, J. Zheng, Y. Zhang, E. Li, Z.C. He, Robust topology optimization with interval field model: on the spatially varied non-probabilistic uncertainty of material property, loading and geometry, Eng. Comput. (2023) 1–17. [20] H. Hu, Y. Wu, A. Batou, H. Ouyang, Uncertainty propagation with b-spline based interval field decomposition method in boundary value problems, Appl. Math. Model. 123 (2023) 159–177. [19] Q. Li, M. Xiao, D. Wang, Y. Wu, K. Liu, S. Wu, Energy absorption characteristics of starfruit-inspired biomimetic lattice structure under non-axial compression loading, Eng. Struct. 294 (2023) 116767. 2022 [18] P. Li, J. Yvonnet, Y. Wu, Improved fracture resistance of 3D-printed elastoplastic structures with respect to their topology and orientation of deposited layers, Int. J. Mech. Sci. (2022) 107147. [17] Y. Wu, J. Yvonnet, P. Li, Z.-C. He, Topology optimization for enhanced dynamic fracture resistance of structures, Comput. Methods Appl. Mech. Eng. 394 (2022) 114846.  [16] K.X. Wang, E.L. Zhou, B.L. Wei, Y. Wu, G. Wang, An efficient and accurate numerical method for the heat conduction problems of thermal metamaterials based on edge-based smoothed finite element method, Eng. Anal. Bound. Elem. 134 (2022) 282–297.  [15] H. Hu, Y. Wu, A. Batou, H. Ouyang, B-spline based interval field decomposition method, Comput. Struct. 272 (2022) 106874. [14] Y. Wu, Topology optimization in structural dynamics: vibrations, fracture resistance and uncertainties, Université Paris-Est; Université du Hunan (Changsha, Chine), 2022. [13] 何智成, 杨丁丁, 姜潮, 伍毅, 江和昕, 基于增材制造各向异性的强度约束拓扑优化, 中国机械工程. 33 (2022) 2372. 2021 [12] E.L. Zhou, Y. Wu, X.Y. Lin, Q.Q. Li, Y. Xiang, A normalization strategy for BESO-based structural optimization and its application to frequency response suppression, Acta Mech. 232 (2021) 1307–1327.  [11] H.X. Jiang, B.L. Wei, E.L. Zhou, Y. Wu, X.K. Li, Robust topology optimization for thermoelastic hierarchical structures with hybrid uncertainty, J. Therm. Stress. 44 (2021) 1458–1478. [10] P. Li, Y. Wu, J. Yvonnet, A SIMP-Phase field topology optimization framework to maximize quasi-brittle fracture resistance of 2D and 3D composites, Theor. Appl. Fract. Mech. 114 (2021) 102919. [9] X.Y. Lin, E. Li, Z.C. He, Y. Wu, Q.Q. Li, Design of single-phase chiral metamaterials for broadband double negativity via shape optimization, Appl. Math. Model. 91 (2021) 335–357.  [8] W. Zuo, L. Wei, Z. Du, P. Li, Y. Wu, W. She, Design of robust Self-Compacting concrete based on analysis of component properties, Constr. Build. Mater. 301 (2021) 124063. 2020 [7] Z.C. He, H.X. Jiang, Y. Wu, E. Li, B. Zhou, Q. Tang, Robust topological design of actuator-coupled structures with hybrid uncertainties, Acta Mech. 231 (2020) 1621–1638.  [6] Y. Wu, E. Li, Z.C. He, X.Y. Lin, H.X. Jiang, Robust concurrent topology optimization of structure and its composite material considering uncertainty with imprecise probability, Comput. Methods Appl. Mech. Eng. 364 (2020) 112927.  [5] Y. Wu, D. Mi, L.-Z. Zhang, A.-G. Cheng, Robust topological design of laminated composite plate under interval random hybrid uncertainties, Int. J. Mater. Prod. Technol. 61 (2020) 160–184. [4] Y. Wu, X.Y. Lin, H.X. Jiang, A.G. Cheng, Finite element analysis of the uncertainty of physical response of acoustic metamaterials with interval parameters, Int. J. Comput. Methods. 17 (2020) 1950052.  [3] X.Y. Lin, E. Li, Z.C. He, Y. Wu, A novel method to study the phononic crystals with fluid–structure interaction and hybrid uncertainty, Acta Mech. 231 (2020) 321–352.  [2] Q.Q. Li, Z.C. He, E. Li, P. Liu, X.Y. Lin, Y. Wu, Design of resonant structures in resin matrix to mitigate the blast wave with a very wide frequency range, Smart Mater. Struct. 29 (2020) 45042.  2018 [1] Z.C. He, Y. Wu, E. Li, Topology optimization of structure for dynamic properties considering hybrid uncertain parameters, Struct. Multidiscip. Optim. 57 (2018) 625–638. Served as a reviewer for： Materials & Design Thin-Walled Structures Ocean Engineering Engineering Optimization Journal of Thermal Stresses International Journal of Computational Methods 教育经历Education Background 工作经历Work Experience 2019.9 2022.8 Université Paris-Est Mécanique Docteur 2015.9 2022.7 湖南大学 机械工程 工学博士学位 2011.9 2015.6 湖南大学 车辆工程 工学学士学位 2022.11 至今 北京科技大学 机械工程学院 讲师 研究方向Research Focus 社会兼职Social Affiliations 受冲击结构的强韧化设计及拓扑优化方法 结构非概率不确定性分析及优化设计方法 考虑界面效应的多材料拓扑结构设计方法 暂无内容 版权所有©北京科技大学 京公网安备:110402430062  京ICP备:13030111号-1 手机版 总访问量：0000002564次 开通时间： 2023.3.29 最后更新时间： 2024.3.20