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余波，教授，硕士生导师，博士生导师。2014年从大连理工大学计算力学专业博士毕业，现任应用力学研究所副所长，工程力学系副主任，3D打印增材制造和红外热成像缺陷检测实验室负责人。近年来致力于研究计算力学智能方法、反问题理论及应用、数字孪生。研究内容涉及如等几何边界元法、物理信息神经网络（PINN）、高性能拓扑方法的缺陷识别、基于多尺度缺陷识别的结构安全预警、时域声场模拟等。最近原创性地提出了SCTBEM，该方法可简单实现域积分的半解析转化。曾获安徽省力学学会科学技术进步二等奖（排名第一）、国际学术组织International Research Awards on New Science Inventions授予的Best Researcher Award （2022，ID number:18438）、长三角工科力学青年教师讲课比赛二等奖、合肥工业大学青年教师讲课比赛二等奖、合肥工业大学优秀博士后。2018年入选博士后外派交流计划(全国120名，当年合肥工业大学获批一项)，远赴澳大利亚新南威尔士大学与比例边界有限元法（SBFEM）创始人Prof. C.M. Song进行为期2年的科研合作交流。主持国家自然科学基金（青年、面上）项目、省部级、国家重点实验室项目及校级等10余项，在国际国内重要主流学术期刊及会议上共发表论文70余篇，其中SCI论文60余篇，如多篇论文发表在计算力学旗舰期刊CMAME，IJNME；传热传质Top期刊IJHMT；ICHMT；ATE；IJTS；数学类Top期刊JCAM；AMM；优化反问题主流期刊：SMO；EO；IPSE。ESI高被引论文5篇，热点论文1篇，Google学术引用近1660余次。

培养的研究生分布在国内多所重点高校和重点企业，如北京理工大学宇航学院、北京航空航天大学航空科学与工程学院、哈尔滨工业大学航天学院、元计算（天津）科技发展有限公司、中联重科（长沙）股份有限公司、国轩高科（合肥）动力能源有限公司、东方电气，多人获研究生国家奖学金。

研究领域：

计算方法：边界元法、等几何边界元法、比例边界有限元法

反问题：载荷识别、缺陷识别、声场重构、数字孪生

涉及物理场：热、力、声

教授课程：

《理论力学》、《计算方法》、《边界元及降维方法》、《数学物理方法》

社会任职：

《计算力学学报》首届青年编委

《应用力学学报》青年编委

应用力学研究所副所长

安徽省力学学会青年工作委员会委员

多种中英文期刊审稿人

边界单元法组委会委员

中国力学学会会员

国际计算方法会员

国际计算力学会员 

南方计算力学委员会委员

荣誉与奖励：

2013年度获CASC(中航科技)奖学金

2014年度获钱令希力学奖励基金

2014年在英国剑桥大学召开的第五届国际计算力学大会上，自适应精细积分边界元法一文荣获最佳论文奖  

2016年获合肥工业大学青年教师讲课比赛二等奖

2018年于安徽省力学科研与教学研讨会上获优秀报告奖  

2018年获博士后国际交流计划资助项目(30万元资助)，我校唯一一位，全国评选120名

2022年长三角高校工科基础力学青年教师讲课竞赛二等奖

2022年获安徽省力学学会科技进步二等奖（排名第一）

International Research Awards on New Science Inventions授予的Best Researcher Award （2022，ID number:18438）

2024年《计算力学学报》首届青年编委

团队名称：AI缺陷识别（artificial intelligence defect identification-AIDI-艾迪）

        重点关注(1)计算力学智能计算方法，如等几何、物理信息神经网络等，基于此结合AI进行任意类型、任意形状缺陷（损伤）的识别；(2)计算声学、基于声信号缺陷识别、声场重构。(3)数字孪生-载荷动态识别

AIDI欢迎您的加入！

招生计划：（招生方向、招生数量以及研究生培养相关信息）

欢迎力学及计算数学相关专业的本科生和研究生报考

欢迎土木水利专硕报考

欢迎有志青年的加入，与您共同成长！！

主要研究方向：计算力学智能方法（等几何边界元法、比例边界有限元法、物理信息神经网络）；反问题理论及应用、非迭代反演方法、结构损伤识别、载荷识别；数字孪生等

招收人数：硕士生2-3人；博士生1-2人

同时欢迎各位本科生早期加入课题组

科研项目：

（1）主持合肥工业大学博士学位人员专项资助基金精细时域展开边界元法在传热问题中的应用2015年5月-2017年4月

（2）主持合肥工业大学青年教师创新项目基于精细时域展开边界元法反演瞬态导热问题的边界几何形状2015年6月-2016年12月

（3）主持国家自然科学青年基金功能梯度材料瞬态热弹性分析的精细时域展开边界元法研究，批准号：11502063，2016年1月-2018年12月

（4）主持 大连理工大学工业装备结构分析国家重点实验室基金编号：GZ15203，2015年10月-2017年10月

（5）主持安徽省自然科学基金几何形状反演问题的精细时域展开边界元法研究，编号：1608085QA07，2016年7月-2018年6月

（6）主持中国博士后科学基金基于CS和PTE算法的反几何问题研究，编号：2016M592042，2016年6月-2018年5月

（7）主持合肥工业大学学术新人提升计划B项目复合材料瞬态热弹性问题反几何形状的非迭代算法及应用研究，编号：JZ2017HGTB0183，2017年3月-2018年12月

（8）主持博士后外派交流项目基于边界元法和比例边界有限元法的反问题研究，编号：PC2018025，2018年12月-2020年12月

（9）主持国家自然科学基金面上项目功能梯度材料瞬态传热问题的等几何边界元法及其反问题非迭代法研究，批准号：11872166，2019.1-2022.12

（10）主持 结构疲劳应力分析模块测试项目 ，编号：W2021JSFW0305，2021.6-2022.6

（11）主持 工业装备结构分析国家重点实验室项目 瞬态热力耦合问题的比例边界有限元法分析及缺陷识别研究，批准号：GZ21109，2021.9-2023.8

（12）主持 工业装备结构分析国家重点实验室项目 内外声场问题的比例坐标转换边界元法 ，批准号：GZ23113，2023.9-2025.8

（13）主持 基于星派有限元仿真的载荷快速识别研究，批准号：W2025JSFW0042，企业委托，2025.1-2025.12

（14）主持 工业装备结构分析国家重点实验室项目  噪声背景下基于新型等几何边界元法的有限空间内声源非迭代重构研究，批准号：GZ25112，2025.8-2027.7

已发表的期刊论文：  

• Wenzhen Qu*, Yan Gu*, Bo Yu. Long-time dynamic analysis of damped wave propagation using a time-spectral BEM with discontinuous triangular elements. Engineering Analysis with Boundary Elements, 185, 2026, 106657.

• Wenbin Sun, Haodong Ma, Yan Gu*, Bo Yu*. Scaled-coordinate BEM for 3D elasticity problems with efficient domain integral treatment. Applied Mathematics Letters, 177, 2026, 109875. 

• Ziyu Gan, Bo Yu*. PINN-DTC: Adaptive partitioning of physics-informed neural network for designing thermal cloak. Computers and Mathematics with Applications. 195, 2025, 419-431.

• Ruijiang Jing, Bo Yu*, Shanhong Ren, Leilei Chen, Haolong Chen, Weian Yao. A novel isogeometric scaled coordinate transformation boundary element method for identifying steady-state surface heat sources. Computer Methods in Applied Mechanics and Engineering. 2025, 446, 118235.

• Yan Gu, Wenzhen Qu, Bo Yu, Chuanzeng Zhang*, Vladimir Babeshko. A novel time-spectral BEM for efficient 2D dynamic analysis. Acta Mechanica Sinica, 2025, 41,425309.

• Xiaotong Gao, Yan Gu*, Bo Yu. A novel time-domain SCT-BEM for transient heat conduction analysis. Applied Mathematics Letters, 2025, 163: 109463.

•  Ruijiang Jing, Bo Yu*, Shanhong Ren, Weian Yao. A novel SCTBEM with inversion-free Padé series expansion for 3D transient heat transfer analysis in FGMs. Computer Methods in Applied Mechanics and Engineering 433 (2025) 117546

• Leilei Chen, Ruijin Huo, Haojie Lian∗, Bo Yu, Mengxi Zhang, Sundararajan Natarajan , Stéphane P.A. Bordas. Uncertainty quantification of 3D acoustic shape sensitivities with generalized nth-order perturbation boundary element methods. Computer Methods in Applied Mechanics and Engineering, 433 (2025) 117464.

• Bo Yu*, Ruijiang Jing. SCTBEM: A scaled coordinate transformation boundary element method with 99-line MATLAB code for solving Poisson's equation. Computer Physics Communications 300 (2024): 109185.

•  Senlin Zhang, Bo Yu*, Leilei Chen, Haojie Lian, Stephane P.A. Bordas. Isogeometric dual reciprocity BEM for solving time-domain acoustic wave problems. Computers and Mathematics with Applications, 160 (2024) 125-141.

• Zhang S, Yu B*, Chen L. Non-iterative reconstruction of time-domain sound pressure and rapid prediction of large-scale sound field based on IG-DRBEM and POD-RBF[J]. Journal of Sound and Vibration, 2024，573，118226.

•  Leilei Chen*，Juan Zhao, Haojie Lian, Bo Yu, Elena Atroshchenko, Pei Li (2023). A BEM broadband topology optimization strategy based on Taylor expansion and SOAR method—Application to 2D acoustic scattering problems. International Journal for Numerical Methods in Engineering. 2023,124，5151 - 5182

• Zeng Meng, Qiaochu Qian, Mengqiang Xu, Bo Yu*, Ali Rıza Yıldız, Seyedali Mirjalili. (2023) PINN-FORM: a new physics-informed neural network for reliability analysis with partial differential equation, Computer Methods in Applied Mechanics and Engineering, 414,116172.

• Bo Yu*, Yingying Tao, Peng Wei, Weian Yao, Junqi Zhang. (2023) Parameter level set method for identifying 2D and 3D void using boundary displacement information, International Journal of Solids and Structures, 279, Volume 279,1 September 2023, 112367. 

• Yan Gu, Chuanzeng Zhang, Peijun Zhang, Mikhail V. Golub, Bo Yu. (2023) Enriched physics-informed neural networks for 2D in-plane crack analysis: Theory and MATLAB code. International Journal of Solids and Structures, 276: 112321.

• Haolong Chen, Bo Yu, Zhanli Liu, Huanlin Zhou*. (2023) A non-iterative methodology to reconstruct boundary shapes and conditions in isotropiclinear elasticity based on the BEM. Engineering Analysis with Boundary Elements. 153, 12-24

• Geyong Cao, Bo Yu*, Leilei Chen, Weian Yao. (2023) Isogeometric dual reciprocity BEM for solving non-Fourier transient heat transfer problems in FGMs with uncertainty analysis. International Journal of Heat and Mass Transfer 203, 123783.

• Bo Yu*, Pengmin Hu, Peng Wei, Geyong Cao, Baozheng Wang. (2022) The identification of voids and inclusions based on the parameter level set method using boundary data. Applied Mathematical Modelling. 112, 505-539.

• Guo, L., Wang, X., Meng, Z., & Yu, B. (2022). Reliability‐based topology optimization of continuum structure under buckling and compliance constraints. International Journal for Numerical Methods in Engineering.

• Yu Bo, Hu Pengmin, Wang Xuan, Meng Zeng, Wei Peng*. (2022). Defect identification in heat transfer problems using boundary data. Numerical Heat Transfer, Part A: Applications, 82(8), 482-506. 

• Ren, S., Cheng, C., Yu, B., Meng, Z., Huang, B., & Wu, Q. (2022). New refined higher-order shear deformation theories for functionally graded plates conforming to graded variations of material properties. European Journal of Mechanics-A/Solids, 94, 104621.

• Bo Yu* , Geyong Cao, Shanhong Ren, Yanpeng Gong, Chunying Dong (2022). An isogeometric boundary element method for transient heat transfer problems in inhomogeneous materials and the non-iterative inversion of loads. Applied Thermal Engineering, Volume 212, 118600

• Yu, B.*, Sun, W., Wei, P., Cao, G., Hu, Z., & Zhang, J. (2022). The pixel-based quadtree SBFEM with the parameter level set method for identifying cracks and voids. Computational Mechanics, 70:911–929.

• Bo Yu, Geyong Cao, Yanpeng Gong*, Shanhong Ren, Chunying Dong. IG-DRBEM of three-dimensional transient heat conduction problems.  Engineering Analysis with Boundary Elements, 128 (2021), 298-309.

• Bo Yu*, Geyong Cao, Zeng Meng, Yanpeng Gong, Chunying Dong. Three-dimensional transient heat conduction problems in FGMs via IG-DRBEM.  Computer Methods in Applied Mechanics and Engineering, 384 (2021), 113958 .

• Shanhong Ren, Changzheng Cheng, Zeng Meng, Bo Yu, Guozhong Zhao.A new general third-order zigzag model for asymmetric and symmetric laminated composite beams. Composite Structures, 260 (2021), 113523.

• Zeng Meng, Yang Wu, Xuan Wang, Shanhong Ren, Bo Yu. Robust topology optimization methodology for continuum structures under probabilistic and fuzzy uncertainties.  International Journal for Numerical Methods in Engineering, 2021. 

• Bo Yu*, Geyong Cao, Wendong Huo, Huanlin Zhou, Elena Atroshchenko. Isogeometric dual reciprocity boundary element method for solving transient heat conduction problems with heat sources.  Journal of Computational and Applied Mathematics, 385 (2021), 113197.

• Bo Yu*, Pengmin Hu, Albert A. Saputra, Yan Gu. The scaled boundary finite element method based on the hybrid quadtree mesh for solving transient heat conduction problems. Applied Mathematical Modelling, 89 (2021) 541–571.

• Chuang Xu, Bo Yu*. A novel domain propulsion and adaptive modified inversion method for the inverse geometry heat conduction analysis of FGMs. Numerical Heat Transfer, Part A: Applications, 78:8, 392-422, 2020.

• Bo Yu*, Yue Wu, Pengmin Hu, Junfeng Ding, Huanlin Zhou, Baozhen WangA non-iterative identification method of dynamic loads for different structures. . Journal of Sound and Vibration, 2020: 483, 115508. 

• Bo Yu*, Yu Tong, Pengmin Hu, Qiang Gao. A novel inversion approach for identifying the shape of cavity by combining Gappy POD with direct inversion scheme.  International Journal of Heat and Mass Transfer, 2020: 150, 119365.

• Zeng Meng, Zhuohui Zhang, Huanlin Zhou, Hanshu Chen, Bo Yu. Robust design optimization of imperfect stiffened shells using an active learning method and a hybrid surrogate model.  Engineering Optimization, 2020. 

• Xuan Wang , Kai Long , Zeng Meng , Bo Yu, Changzheng Cheng. Explicit multi-material topology optimization embedded with variable-size movable holes using moving morphable bars.  Engineering Optimization, 2020. 53(7), 1212-1229

• Chuanbao Nie, Bo Yu*. Inversing heat flux boundary conditions based on precise integration FEM without iteration and estimation of thermal stress in FGMs. International Journal of Thermal Sciences, 2019: 140, 201-224. 

• Bo Yu*, Chuang Xu, Huanlin Zhou, Miao Cui. A novel non-iterative method for estimating boundary conditions and geometry of furnace inner wall made of FGMs. Applied Thermal Engineering, 2019: 147, 251-271.

• Haolong Chen, Bo Yu, Huanlin Zhou, Zeng Meng. Improved Cuckoo Search Algorithm for Solving Inverse Geometry Heat Conduction Problems.  Heat Transfer Engineering, 2019: 40, (3-4) 362-374.

• Zeng Meng, Dequan Zhang, Gang Li, Bo Yu.An importance learning method for non-probabilistic reliability analysis and optimization.  Struct Multidisc Optim., 2019: 59, 1255–1271.

• Huanlin Zhou, X. Xiao, H.L. Chen, Bo Yu. Identification of thermal conductivity for orthotropic FGMs by DT-DRBEM and LM algorithm. Inverse Problems in Science and Engineering, 2019,28(2),196-219.

• Bo Yu*, Chuang Xu, Weian Yao, Zeng Meng. Estimation of boundary condition on the furnace inner wall based on precise integration BEM without iteration. International Journal of Heat and Mass Transfer, 2018: 122, 823-845.

• Haolong Chen, Bo Yu, Huanlin Zhou*, Zeng Meng.Identification of transient boundary conditions with improved cuckoo search algorithm and polynomial approximation.  Engineering Analysis with Boundary Elements, 2018: 95, 124–141.

• Meng, Z., Yang, D., Zhou, H., & Yu, B.An accurate and efficient reliability-based design optimization using the second order reliability method and improved stability transformation method.  Engineering Optimization, 2018: 50: 5, 749-765.

• Bo Yu*, Weian Yao, Qiang Gao, Huanlin Zhou,Chuang Xu. A novel non-iterative inverse method for estimating boundary condition of the furnace inner wall.  International Communications in Heat and Mass Transfer, 2017: 87, 91-97.

• Huanlin Zhou*, Yushu Li, Bo Yu**, Haolong Chen.Shape identification for inverse geometry heat conduction problems by FEM without iteration.  Numerical Heat Transfer, Part A: Applications, 2017, 72(8), 628-641.

•  Huan-Lin Zhou*, Bu-Xi Bian, Yu Tian, Bo Yu, Z. R. Niu. The Calculation of Potential Derivatives by Using NBIE for Anisotropic Potential Problems. Journal of Mechanics, 2017, 33(2): 183-191.

• Bo Yu*, Huan-Lin Zhou, Jun Yan, Zeng Meng. A differential transformation boundary element method for solving transient heat conduction problems in functionally graded materials.  Numerical Heat Transfer, Part A: Applications, 2016: 70, 293-309.

• Bo Yu *, Huan-Lin Zhou, Qiang Gao, Jun Yan. Geometry boundary identification of the furnace inner wall by BEM without iteration. Numerical Heat Transfer, Part A: Applications: 2016, 69, 1253-1262.

• Huan-Lin Zhou*, Yu Tian, Bo Yu, Z. R. Niu. The natural boundary integral equation of the orthotropic potential problem.  Engineering Analysis with Boundary Elements: 2016, 62, 186-192.

• Huan-Lin Zhou*, Xing-Hang Zhao, Bo Yu*, Hao-Long Chen, Zeng Meng. Firefly algorithm combined with Newton method to identify boundary conditions for transient heat conduction problems. Numerical Heat Transfer, Part B: Fundamentals: 2016: 71(3), 253-269.

• Bo Yu*, Huan-Lin Zhou, Hao-Long Chen, Yu Tong. Precise time-domain expanding dual reciprocity boundary element method for solving transient heat conduction problems.  International Journal of Heat and Mass Transfer: 2015, 91, 110-118.

• Bo Yu*, Weian Yao, Huanlin Zhou, Hao-Long Chen. Precise time-domain expanding BEM for solving non-fourier heat conduction problems. Numerical Heat Transfer, Part B: Fundamentals:2015, 68, 511-532.

• Weian Yao, H. X. Yao, Bo Yu*. Radial integration BEM for solving non-Fourier heat conduction problems. Engineering Analysis with Boundary elements: 2015, 60, 18-26.

• Bo Yu, Weian Yao*, Xiaowei Gao. A time-domain precise BEM for solving transient heat conduction problems with variable heat conductivities. Boundary Elements and Other Mesh Reduction Methods XXXVI, WIT Press:2013, 56, 273.

• Bo Yu, Weian Yao*. A precise time-domain expanding boundary-element method for solving three-dimensional transient heat conduction problems with variable thermal conductivity.  Numerical Heat Transfer, Part B: Fundamentals: 2014, 66, 422-445.

• Bo Yu, Weian Yao, Xiaowei Gao, Qiang Gao*. A combined approach of RIBEM and precise time integration algorithm for solving transient heat conduction problems. Numerical Heat Transfer, Part B: Fundamentals: 2014, 65, 155-173.

• Bo Yu, Weian Yao, Qiang Gao*. A precise integration boundary element method for solving transient heat conduction problems with variable thermal conductivity. Numerical Heat Transfer, Part B: Fundamentals: 2014, 65, 472-493.

• Weian Yao, Bo Yu, Xiaowei Gao, Qiang Gao*. A precise integration boundary element method for solving transient heat conduction problems.  International Journal of Heat and Mass Transfer: 2014, 78, 883-891.

• Bo Yu, Weian Yao, Xiaowei Gao, Sheng Zhang*. Radial integration BEM for one-phase solidification problems.  Engineering Analysis with Boundary Elements: 2014, 39, 36-43.

• Bo Yu, Weian Yao*, Qiang Gao. Adaptive Precise Integration BEM for Solving Transient Heat Conduction Problems. International Conference on Computational Methods 1:2014, ISSN 2374-3948.

• 张森林,余波*.声散射问题的等几何双重互易边界元法[J].声学学报,2024,49(04):889-904.

• 甘智超,郭硕昌,陶盈盈,荆瑞江,余波*.基于PCA-BP神经网络的管道内壁几何形状识别[J].固体力学学报,2023,44(05):622-636.

• 余波*,甘子玉,张森林,谷岩,姚伟岸.基于物理信息神经网络预测2D/3D非稳态温度场及热源. 工程力学, 2025, 42(10): 12-24.

• 余波*, 陶盈盈. 基于POD-RBF方法的管道内壁几何识别[J]. 应用数学和力学, 2023,44(04):406-418.

• 余波*,许梦强,高强.基于物理信息神经网络的功能梯度材料稳态/瞬态热传导分析[J].计算力学学报,2023,40(04):594-601.

• 张俊奇*,余波,宋崇民.比例边界有限元法的最新研究进展[J].应用力学学报,2022,39(06):1038-1054.

• 余波*, 孙文涧. 基于比例边界有限元法和灰狼优化算法的裂纹尖端位置识别[J]. 应用数学和力学, 2021, 42(11): 1177-1189.

• 吴国鹏，徐闯，李英健，余波*.一种新的热源强度识别的非迭代方法研究[J].工程热物理学报，2020, 41 (9): 2233-2240. 

• 余波*，吴月，聂川宝，高强．动载荷识别的非迭代法研究[J]． 应用数学和力学， 2019，40(5): 473-489; Bo Yu*, Yue Wu, Chuanbao Nie, Qiang Gao． A non-iterative method for dynamic load identification [J]. Applied Mathematics and Mechanics, 2019, 40(5): 473-489.

• 周焕林,严俊,余波,陈豪龙.基于改进布谷鸟算法识别瞬态热传导问题的导热系数[J].计算物理, 2018,35(2): 212-219.

• 陈豪龙,周焕林,余波.瞬态热传导问题的精细积分-双重互易边界元法[J].应用力学学报,2017,34(05):835-841+1009.

• 陈豪龙,周焕林,余波.非傅里叶热传导问题的微分转换双重互易边界元法[A].中国力学学会、北京力学会.力学与工程——数值计算和数据分析2019学术会议论文集[C].中国力学学会、北京力学会:北京力学会,2019:6.

• 肖雄,陈豪龙,余波,周焕林.正交各向异性功能梯度材料瞬态热传导问题的精细时域展开双重互易边界元法[A].南方计算力学联络委员会、江苏省力学学会.第十一届南方计算力学学术会议（SCCM-11）摘要集[C].南方计算力学联络委员会、江苏省力学学会:中国力学学会,2017:1.

• 周焕林,田羽,余波,牛忠荣.二维正交各向异性位势问题自然边界积分方程[A].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）.中国力学大会-2015论文摘要集[C].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）:中国力学学会,2015:1.

• 陈豪龙,余波,周焕林. 二维稳态带热源热传导问题边界形状识别[A].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）.中国力学大会-2015论文摘要集[C].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）:中国力学学会,2015:2.

• 余波,周焕林,陈豪龙.功能梯度材料瞬态热传导问题中的精细时域展开边界元法[A].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）.中国力学大会-2015论文摘要集[C].中国力学学会、上海交通大学（SHANGHAI JIAO TONG UNIVERSITY）:中国力学学会,2015:1.