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正高级职称（按拼音排序）

董春迎

所在学科：力学

联系电话：010-68912735

通讯地址：北京理工大学ld体育官网力学系

职称：教授

邮箱：cydong@bit.edu.cn

邮编：100081

教育经历

1989年02月-1992年03月,在清华大学获得固体力学博士学位
1986年09月-1988年12月,在清华大学获得固体力学硕士学位
1982年09月-1986年07月,在西安交通大学获得工程力学学士学位

工作经历

2008年07月-目前,北京理工大学力学系教授
2013年12月-2014年11月,美国德克萨斯大学奥斯汀分校访问学者
2012年09月-2012年12月,香港大学土木工程系从事合作研究
2005年07月-2008年06月,北京理工大学力学系副教授
2004年01月-2004年12月,韩国延世大学韩国科学与工程基金会访问学者
2001年01月-2003年12月,香港大学土木工程系研究助理教授
1999年01月-2000年12月,荷兰代尔夫特工业大学地球物理系博士后
1998年01月-1998年12月,法国巴黎综合理工大学固体力学研究所博士后
1997年06月-1997年08月,英国帝国学院航空系洪堡欧洲学者
1995年12月-1997年09月,联邦德国布伦瑞克工业大学应用力学研究所洪堡学者
1994年12月-1995年11月,荷兰代尔夫特工业大学土木工程系博士后
1992年06月-1994年11月,清华大学工程力学系讲师

主要研究领域

1、计算固体力学
2、复合材料力学
3、等几何分析

获奖情况

1、杜庆华工程计算方法奖（2009）
2、联邦德国洪堡奖学金（1995-1997）
3、北京理工大学优秀博士学位论文指导教师（2015,2021,2022）
4、北京理工大学优秀硕士学位论文指导教师（2016,2021）

社会兼职

1、《Engineering Analysis with Boundary Element》编委，2017-目前
2、北京力学会监事，2017-目前

近年来主要发表论文

[1] P.M. Hu, H. Zhen, H.S. Yang, C. Xu, C.Y. Dong. Rate-dependent phase field fracture simulation in polymers with adaptive mixed isogeometric approach. Computer Methods in Applied Mechanics and Engineering 422, 116843, 2024.

[2] C. Xu, H.S. Yang, Y.S. Zhan, R. Dai, C.Y. Dong, P.M. Hu. Non-conforming coupling RI-IGABEM for solving multidimensional and multiscale thermoelastic-viscoelastic problems. Computer Methods in Applied Mechanics and Engineering 403, 115725, 2023.

[3] P.M. Hu, C.Y. Dong, H. Zhen, C. Xu, C. Zhang. Higher-order phase field fracture simulation in nearly incompressible viscoelasticity. Engineering Fracture Mechanics 293, 109655, 2023.

[4] C. Xu, Y.S. Zhan, R. Dai, H.S. Yang, X.Y. Liu, C.Y. Dong. RI-IGABEM for 3D viscoelastic problems with body force. Computer Methods in Applied Mechanics and Engineering 394, 114911, 2022.

[5] H.S. Yang, C.Y. Dong, Y.H. Wu, R. Dai. Mixed dimensional isogeometric FE-BE coupling analysis for solid-shell structure. Computer Methods in Applied Mechanics and Engineering 382, 113841, 2021.

[6] C. Xu, C.Y. Dong, R. Dai. RI-IGABEM based on PIM in transient heat conduction problems of FGMs. Computer Methods in Applied Mechanics and Engineering 374, 113601, 2021.

[7] D.Y. Sun, R. Dai, X.Y. Liu, Y.S. Zhan, C.Y. Dong. RI-IGABEM for viscoelastic analysis of solid propellant grain. Computer Methods in Applied Mechanics and Engineering 378, 113737, 2021.

[8] H.S. Yang, C.Y. Dong, Y.H. Wu. Non-conforming interface coupling and symmetric iterative solution in isogeometric FE-BE analysis. Computer Methods in Applied Mechanics and Engineering 373, 113561, 2021.

[9] D.Y. Sun, C.Y. Dong. Shape optimization of heterogeneous materials based on isogeometric boundary element method. Computer Methods in Applied Mechanics and Engineering 370, 113279, 2020.

[10] Y.P. Gong, C.Y. Dong, F. Qin, G. Hattori, J. Trevelyan. Hybrid nearly singular integration for three-dimensional isogeometric boundary element analysis of coatings and other thin structures. Computer Methods in Applied Mechanics and Engineering 367, 113099, 2020.

[11] Y.H. Wu, C.Y. Dong, H.S. Yang. Isogeometric FE-BE coupling approach for structural-acoustic interaction. Journal of Sound and Vibration 481, 115436, 2020.

[12] H.S. Yang, C.Y. Dong, Y.H. Wu. Postbuckling analysis of multi-directional perforated FGM plates using NURBS-based IGA and FCM. Applied Mathematical Modelling 84, 466-500, 2020.

[13] F.L. Sun, Y.P. Gong, C.Y. Dong. Fast direct isogeometric boundary element method with hybrid approximation for 3D elastostatic inclusion problems，Journal of Computational and Applied Mathematics 377, 112904, 2020.

[14] X. C. Qin, C. Y. Dong, H. S. Yang. Vibration and buckling analyses of functionally graded plates with curvilinear stiffeners and cutouts. AIAA Journal 57(12), 5475-5490, 2019.

[15] H.S. Yang, C.Y. Dong. Adaptive extended isogeometric analysis based on PHT-splines for thin cracked plates and shells with Kirchhoff-Love theory. Applied Mathematical Modelling 76, 759-799, 2019.

[16] Y.P. Gong, J. Trevelyan, G. Hattori, C.Y. Dong. Hybrid nearly singular integration for isogeometric boundary element analysis of coatings and other thin 2D structures. Computer Methods in Applied Mechanics and Engineering 346, 642-673, 2019.

[17] F.L. Sun, C.Y. Dong, H.S. Yang. Isogeometric boundary element method for crack propagation based on Bézier extraction of NURBS. Engineering Analysis with Boundary Elements 99, 76–88, 2019.

[18] C.Y. Dong. A new integral formula for the variation of matrix elastic energy of heterogeneous materials. Journal of Computational and Applied Mathematics 343，635-642, 2018.

[19] X.Y. Gu, C.Y. Dong, T. Cheng. MPM simulations of high-speed machining of Ti6A14V titanium alloy considering recrystallization phenomenon and thermal conductivity. Applied Mathematical Modelling 56,517-538, 2018.

[20] Y.P. Gong, C.Y. Dong, X.Y. Qu. An adaptive isogeometric boundary element method for predicting the effective thermal conductivity of steady state heterogeneity. Advances in Engineering Software 119, 103-115, 2018.

[21] X.C. Qin, C.Y. Dong, F. Wang, X.Y. Qu. Static and dynamic analyses of isogeometric curvilinearly stiffened plates. Applied Mathematical Modelling 45, 336-364, 2017.

[22] Y.P. Gong, C.Y. Dong, X.C. Qin. An isogeometric boundary element method for three dimensional potential problems. Journal of Computational and Applied Mathematics 313, 454-468, 2017.

[23] J.Y. Xu, C.Y. Dong. Surface and interface stress effects on the interaction of nano-inclusions and nano-cracks in an infinite domain under anti-plane shear. International Journal of Mechanical Sciences 111-112, 12-23, 2016.

[24] C.Y. Dong. An interface integral formulation of heat energy calculation of steady state heat conduction in heterogeneous media. International Journal of Heat and Mass Transfer 90, 314-322, 2015.