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个人简介
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教育经历
2001.09~2005.07 同济大学土木工程学院 | 土木工程 | 学士
2005.09~2007.09 同济大学土木工程学院 | 土木工程 | 硕士
2007.10~2010.11 英国杜伦大学 | 岩土工程 | 博士
工作经历
2010.10~2011.03 挪威科技大学 | 博士后研究员
2011.03~2014.12 同济大学 | 讲师
2013.04~2013.06 加州伯克利分校 | 访问学者
2015.01~2016.12 同济大学|副教授
2016.12~至今 同济大学|教授
人才计划
入选国家万人计划万人领军人才 | 2023.1-2025.12
国际知名的计算力学女科学家,入选国家“万人科技领军”、“万人青拔”、欧盟第七框架玛丽居里国际人才、上海市启明星、上海市晨光计划、上海市浦江人才等高层次人才计划,获中国岩石力学与工程学会自然科学特等奖(2021)、德国洪堡基金会索菲亚奖(2015,洪堡基金会青年科学家最高荣誉,奖励金额165万欧元),德国莱布尼茨青年科学家奖(2018);长期致力于土木工程多物理场下多尺度破坏理论与计算方法、多尺度智能材料设计的研究。主持完成国家自然基金4项、欧盟国际合作项目2项,2019年至今连续被列入ISI全球高被引学者(前1%)。
个人主页
谷歌学术Google Scholar: https://scholar.google.com/citations?user=EejXDPEAAAAJ&hl=en&oi=ao
智能力学课题组: http://smartmech.tongji.edu.cn/
以朱合华院士梯队为依托,形成了具有交叉学科特色的研究团队,团队特点集中表现如下几个方面:
学术研究:
团队承担多项国家级和国际合作的研究项目。导师鼓励学生参与前沿科研,提供充足的学术资源和一流的实验设施,让学生在探索未知的过程中得到充分的实践和锻炼。
国际视野: 团队鼓励和支持学生参与国际学术交流,定期邀请海内外知名学者进行学术讲座,以及为学生提供出国短期访学和参与国际会议的机会,旨在培养具有全球视野的学术后备力量。
人才培养: 团队信奉因材施教的教学理念,尊重学生个人发展规划,导师将一对一提供学术指导和职业规划建议,努力培养学生的独立思考能力、问题解决能力以及跨学科的协作能力,为学生未来的科研或行业工作打下坚实基础。
学术氛围: 团队倡导诚信、尊重和协作的学术道德,鼓励学生在学术探讨中积极发声,每位成员的学术观点都将得到充分尊重和讨论。相信,良好的学术环境是激发创新和求知欲的关键。
福利待遇: 团队提供具有竞争力的奖学金和科研津贴,确保学生可以安心研究,全身心投入学术探索。同时,关注学生的生活与身心健康,定期组织团建活动,营造一个温馨和谐的团队家庭。
欢迎有热情和追求的学生加入我们,与我们共同探索科学的深渊,成长为行业的未来领袖!
部分展示如下:




2023.01-2025.12 中组部万人计划科技领军人才
2023.01-2026.12 负泊松比宽低频减隔振超材料研究与机器学习逆向设计, 自然科学基金面上项目, No. 52278411
2022.08-2025.07 非厄米时空调制土木工程超结构研究与应用, 上海市科技创新行动计划
2021.12-2024.12 《深部稀有金属矿下行连续智能开采理论与技术》, 国家重点研发计划“战略性矿产资源开发利用”专项的青年科学家项目 NO. 2021YFC2900600
2019.01-2021.12 中组部万人计划青年拔尖人才
2018.01-2021.12 《弯电纳米能量采集器无网格法模拟与水平集拓扑优化》 国家自然科学基金面上项目 No.11772234
2017.01- 2022.12 共同主持(Co-PI)欧盟地平线2020 项目《创新国际人才交流计划》RISE-BESTOFRAC
2016.10-2018.10 《纳米压电能量收集装置表面效应模型的优化设计与参数识别》,大连理工大学工业装备结构分析国家重点实验室开放基金项目,No.GZ1607
2016.04-2019.03 《高地应力区非常规页岩气开发水力压裂多尺度模型研究》,上海市科技启明星计划,上海市科学技术委员会,No.16QA1404000
2015.01-2018.12 德国洪堡基金会“索菲亚”项目 | 2015-2018
2015.01-2018.12 《三维裂隙岩体水力耦合多尺度分析相场模型研究》,国家自然科学基金面上项目,No.51474157
2014.07-2015.11 欧盟第七框架FP7玛丽—居里国际人才计划, No.IIF-GA-2013-623667
2014.01-2014.12 《三维多节理贯通及非局部破坏行为的无网格法模拟研究》,NSFC-DFG(中国国家自然基金委-德意志联合研究会)国际交流项目,No.51311130490
2012.09-2014.09 《岩体三维节理破坏演化过程无网格模拟研究》,上海市晨光计划,上海市教委,上海市教育发展基金会,No.12CG20
2012.09-2014.09 《城市轨道交通盾构管片结构长期运营开裂破坏过程精细化模拟方法研究》,上海市浦江人才计划,上海市科学技术委员会,No.12PJ14091002012.04-2014.04 《隧道围岩稳定性分析的统一非连续方法研究》,教育部,中央高校基本科研项目,No.0230219136
2012.01-2014.12 《岩石边坡三维交叉节理动态扩展过程的水平集追踪与无网格法模拟研究》,国家自然科学基金青年基金,No.51109162
2021.09-2025.09 担任同济大学土木工程学院《工程系统设计与思维》课程的任课老师
|参与
2012.01-2016.12 《隧道围岩稳定性三维精细化模拟方法与应用》,国家自然科学基金重点项目,No.41130751
2011.12-2016.12 《城市轨道交通地下结构性能演化与感控基础理论》,973国家重大科学基础研究计划,No. 2011CB013800
2011.09-2015.09 《内蒙古电网压气储能示范工程》,863国家高技术研究发展计划,中国科学技术部,No. 2012AA052501
2023年 启迪奖
2023年 计算力学2023年巴特研究奖(Bathe Award 2023)
2019年 Highly Cited Researcher 2019
2019年 中国岩石力学与工程学会科学技术奖自然科学奖-特等奖
2018年 德国莱布尼茨科学家奖
2016年 德国优秀青年科学家提名奖
2015年 德国洪堡基金会索非亚-科瓦雷夫斯亚奖(全球第七位华人)
2014年 欧盟第七框架玛丽居里国际人才计划(FP7 Marie Curie International Incoming Fellow)国际人才称号
2010年 英国计算力学辛科维奇最佳博士学位论文奖(年度唯一)
(Zienkiewicz prize for best PhD thesis in computational mechanics in 2010)
2010年 欧洲计算力学协会年度最佳博士论文提名
2009年 英国工程计算力学协会年会最佳会议论文奖
2007-2010年 英国工程与物理科学研究委员会(EPSRC)陶乐茜研究生奖学金(DHPA)全奖
2007-2010年 英国海外研究生奖学金(ORSAS)全奖
2007年 同济大学美国LORD奖学金(研究生隧道方向设立一名)
2005年 同济大学优秀本科毕业论文奖(本科生地下方向设立一名)
2002/2003/2004年 同济大学优秀本科生奖学金
已发表SCI高水平论文201篇,SCI他引13035次(总引13672次),H因子为60,ESI高被引论文28篇,多次入选“千分之一热点论文”,单篇最高引用818次;被列入ISI全球高被引学者(前1%)。
[2] Rabczuk, Timon, Jeong-Hoon Song, Xiaoying Zhuang, and Cosmin Anitescu. Extended finite element and meshfree methods. Academic Press, 2019.
[3] Rabczuk, Timon, Huilong Ren, and Xiaoying Zhuang. Computational Methods Based on Peridynamics and Nonlocal Operators. In Computational Methods in Engineering & the Sciences. Springer Switzerland, 2023.
[2] X.Zhuang,H.Hu,S.S.Nanthakumar,Q.T.Tran,Y.Gong,and T.Rabczuk.Variationally consistent maxwell stress in flexoelectric structures under finite deformation and immersed in free space.APPLIED MATHEMATICAL MODELLING,150(A),FEB 2026.
[3] X.Zhuang,S.S.Nanthakumar,and T.Rabczuk.A meshfree formulation for large deformation analysis of flexoelectric structures accounting for the surface effects.ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,120:153--165,NOV 2020.
[4] X.Zhuang,C.Nguyen,S.S.Nanthakumar,L.Chamoin,Y.Jin,and T.Rabczuk.Inverse design of reconfigurable piezoelectric topological phononic plates.MATERIALS & DESIGN,219,JUL 2022.
[5] X.Zhuang,H.Ren,and T.Rabczuk.Nonlocal operator method for dynamic brittle fracture based on an explicit phase field model.EUROPEAN JOURNAL OF MECHANICS A-SOLIDS,90,NOV-DEC 2021.
[6] X.Zhuang,T.Q.Thai,and T.Rabczuk.Topology optimization of nonlinear flexoelectric structures.JOURNAL OF THE MECHANICS AND PHYSICS OF SOLIDS,171,FEB 2023.
[7] X.Zhuang,T.Tran,V,H.Nguyen-Xuan,and T.Rabczuk.Deep learning-based post-earthquake structural damage level recognition.COMPUTERS & STRUCTURES,315,AUG 2025.
[8] X.Zhuang,F.Zheng,H.Zheng,Y.Y.Jiao,T.Rabczuk,and P.Wriggers.A cover-based contact detection approach for irregular convex polygons in discontinuous deformation analysis.INTERNATIONAL JOURNAL FOR NUMERICAL AND ANALYTICAL METHODS IN GEOMECHANICS,45(2):208--233,FEB 2021.
[9] V.M.Nguyen-Thanh,L.T.K.Nguyen,T.Rabczuk,and X.Zhuang.A surrogate model for computational homogenization of elastostatics at finite strain using high-dimensional model representation-based neural network.INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,121(21):4811--4842,NOV 15 2020.
[10] H.Noori,B.Mortazavi,L.Keshtkari,X.Zhuang,and T.Rabczuk.Nanopore creation in mos2 and graphene monolayers by nanoparticles impact: a reactive molecular dynamics study.APPLIED PHYSICS A-MATERIALS SCIENCE & PROCESSING,127(7),JUL 2021.
[11] Q.Ouyang,G.Kang,X.Zhuang,T.Rabczuk,and P.Chen.Development of crack surface tracking algorithm for explosive fracture simulation with three-dimensional numerical manifold method.ENGINEERING FRACTURE MECHANICS,313,JAN 23 2025.
[12] Q.Ouyang,X.Zhuang,T.Rabczuk,Y.Ning,G.Kang,and P.Chen.Implementation of three-dimensional contact algorithm in numerical manifold method for the structural impact simulation.INTERNATIONAL JOURNAL OF IMPACT ENGINEERING,193,NOV 2024.
[13] T.Rabczuk,X.Zhuang,and E.Oterkus.Editorial: Computational modeling based on nonlocal theory.ENGINEERING WITH COMPUTERS,39(1,SI):3,FEB 2023.
[14] Y.Rao,L.He,Y.Jin,H.Zhu,T.Rabczuk,and X.Zhuang.Machine learning for transmission spectra prediction on gradient seismic metastructure.COMPUTER PHYSICS COMMUNICATIONS,315,OCT 2025.
[15] H.Ren,T.Rabczuk,and X.Zhuang.Variational damage model: A new paradigm for fractures.FRONTIERS OF STRUCTURAL AND CIVIL ENGINEERING,19(1):1--21,JAN 2025.
[16] H.Ren,X.Zhuang,C.Anitescu,and T.Rabczuk.Multi-connected boundary conditions in solid mechanics and surgery theory.COMPUTERS & STRUCTURES,251,JUL 15 2021.
[17] H.Ren,X.Zhuang,Y.Bie,T.Rabczuk,and H.Zhu.Dual-horizon peridynamics-based variational damage modeling for complex dynamic fractures.THEORETICAL AND APPLIED FRACTURE MECHANICS,138,AUG 2025.
[18] H.Ren,X.Zhuang,Y.Bie,H.Zhu,and T.Rabczuk.Efficient fracture modeling in beam-column structures using a variational damage model.INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,22(09),NOV 2025.
[19] H.Ren,X.Zhuang,X.Fu,Z.Li,and T.Rabczuk.Bond-based nonlocal models by nonlocal operator method in symmetric support domain.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,418(A),JAN 1 2024.
[20] H.Ren,X.Zhuang,E.Oterkus,H.Zhu,and T.Rabczuk.Nonlocal strong forms of thin plate,gradient elasticity,magneto-electro-elasticity and phase-field fracture by nonlocal operator method.ENGINEERING WITH COMPUTERS,39(1,SI):23--44,FEB 2023.
[21] H.Ren,X.Zhuang,and T.Rabczuk.A higher order nonlocal operator method for solving partial differential equations.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,367,AUG 1 2020.
[22] H.Ren,X.Zhuang,and T.Rabczuk.Nonlocal operator method with numerical integration for gradient solid.COMPUTERS & STRUCTURES,233,JUN 2020.
[23] H.Ren,X.Zhuang,N.T.Trung,and T.Rabczuk.A nonlocal operator method for finite deformation higher-order gradient elasticity.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,384,OCT 1 2021.
[24] H.Ren,X.Zhuang,N.T.Trung,and T.Rabczuk.Nonlocal operator method for the cahn-hilliard phase field model.COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION,96,MAY 2021.
[25] H.Ren,X.Zhuang,H.Zhu,and T.Rabczuk.Variational damage model: A novel consistent approach to fracture.COMPUTERS & STRUCTURES,305,DEC 1 2024.
[26] R.Singla,C.Anitescu,S.K.Singh,I.Singh,V,B.K.Mishra,T.Rabczuk,and X.Zhuang.Modelling of fracture in pressure vessels by thin shell isogeometric analysis.INTERNATIONAL JOURNAL OF HYDROMECHATRONICS,4(2):155--184,2021.
[27] C.Su,D.Lu,X.Zhuang,T.Rabczuk,X.Zhou,and X.Du.A thermo-mechanical damage model for thermal crack propagation in brittle materials.THEORETICAL AND APPLIED FRACTURE MECHANICS,138,AUG 2025.
[28] T.Q.Thai,X.Zhuang,H.S.Park,and T.Rabczuk.A staggered explicit-implicit isogeometric formulation for large deformation flexoelectricity.ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,122:1--12,JAN 2021.
[29] T.Q.Thai,X.Zhuang,and T.Rabczuk.A nonlinear geometric couple stress based strain gradient kirchhoff-love shell formulation for microscale thin-wall structures.INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES,196,APR 15 2021.
[30] T.Q.Thai,X.Zhuang,and T.Rabczuk.Curved flexoelectric and piezoelectric micro-beams for nonlinear vibration analysis of energy harvesting.INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES,264,MAR 1 2023.
[31] T.Q.Thai,X.Zhuang,and T.Rabczuk.An electro-mechanical dynamic model for flexoelectric energy harvesters.NONLINEAR DYNAMICS,111(3):2183--2202,FEB 2023.
[32] T.V.Tran,S.S.Nanthakumar,T.Rabczuk,and X.Zhuang.On-demand inverse design of metamaterials using deep neural networks with bayesian optimization.INTELLIGENT COMPUTING,4,AUG 19 2025.
[33] N.Valizadeh,X.Zhuang,and T.Rabczuk.A monolithic finite element method for phase-field modeling of fully eulerian fluid-structure interaction.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,435,FEB 15 2025.
[34] Y.Wang,J.Bai,M.S.Eshaghi,C.Anitescu,X.Zhuang,T.Rabczuk,and Y.Liu.Transfer learning in physics-informed neurals networks: Full fine-tuning,lightweight fine-tuning,and low-rank adaptation.INTERNATIONAL JOURNAL OF MECHANICAL SYSTEM DYNAMICS,5(2):212--235,JUN 2025.
[35] Y.Wang,J.Sun,J.Bai,C.Anitescu,M.S.Eshaghi,X.Zhuang,T.Rabczuk,and Y.Liu.Kolmogorov-arnold-informed neural network: A physics-informed deep learning framework for solving forward and inverse problems based on kolmogorov-arnold networks.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,433(B),JAN 1 2025.
[36] Z.Wen,Y.Jin,P.Gao,X.Zhuang,T.Rabczuk,and B.Djafari-Rouhani.Topological cavities in phononic plates for robust energy harvesting.MECHANICAL SYSTEMS AND SIGNAL PROCESSING,162,JAN 1 2022.
[37] Z.Wen,N.Valizadeh,T.Rabczuk,and X.Zhuang.Hydrodynamics of multicomponent vesicles: A phase-field approach.COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,432(B),DEC 1 2024.
[38] X.Wu,Y.Jin,A.Khelif,X.Zhuang,T.Rabczuk,and B.Djafari-Rouhani.Topological surface wave metamaterials for robust vibration attenuation and energy harvesting.MECHANICS OF ADVANCED MATERIALS AND STRUCTURES,29(26):4759--4767,OCT 26 2022.
[39] X.Wu,Y.Jin,T.Rabczuk,H.Zhu,and X.Zhuang.Experiment on broadband isolation of surface wave using pillared metastructures.EXTREME MECHANICS LETTERS,70,AUG 2024.
[40] X.Wu,Z.Wen,Y.Jin,T.Rabczuk,X.Zhuang,and B.Djafari-Rouhani.Broadband rayleigh wave attenuation by gradient metamaterials.INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES,205,SEP 1 2021.
[41] Y.Wu,C.Zhang,C.Wang,T.Rabczuk,P.Zhu,P.Zhao,L.Wang,X.Zhuang,J.Zhang,and H.Fang.The micro response mechanisms of foamed polymer rehabilitation material under compression: From a closed cell view.POLYMER TESTING,124,JUL 2023.
[42] Y.Xu,C.Xia,S.Zhou,C.Xu,X.Zhuang,and T.Rabczuk.An analytical solution for elastoplastic responses of a lined rock cavern for compressed air energy storage considering excavation and high internal pressure.COMPUTERS AND GEOTECHNICS,170,JUN 2024.
[43] Q.Yue,Q.Wang,T.Rabczuk,W.Zhou,X.Chang,and X.Zhuang.A review on modeling of graphene and associated nanostructures reinforced concrete.NANOTECHNOLOGY REVIEWS,13(1),JUN 4 2024.
[44] Q.Yue,Q.Wang,T.Rabczuk,W.Zhou,X.Zhuang,and X.Chang.A thermo-mechanical phase-field model for mixed-mode fracture and its application in rock-like materials.INTERNATIONAL JOURNAL OF ROCK MECHANICS AND MINING SCIENCES,183,NOV 2024.
[45] Q.Yue,Q.Wang,W.Tian,T.Rabczuk,W.Zhou,G.Ma,X.Zhuang,and X.Chang.A phase-field lattice model (pflm) for fracture problem: Theory and application in composite materials.COMPOSITE STRUCTURES,323,NOV 1 2023.
[46] Q.Yue,Q.Wang,W.Zhou,T.Rabczuk,X.Zhuang,B.Liu,and X.Chang.An efficient adaptive length scale insensitive phase-field model for three-dimensional fracture of solids using trilinear multi-node elements.INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES,253,SEP 1 2023.
[47] C.Zhang,Y.Zhang,Y.Xia,H.Fang,P.Zhao,C.Wang,B.Li,Y.Pan,Z.Zou,T.Rabczuk,and X.Zhuang.Risk assessment and optimization of supporting structure for a new recyclable pipe jacking shaft during excavation process.PROCESS SAFETY AND ENVIRONMENTAL PROTECTION,172:211--224,APR 2023.
[48] R.Zhang,B.Javvaji,T.Rabczuk,and X.Zhuang.Flexoelectricity of largely deformed graphene crumple nano sheet subject to hydrostatic pressure.JOURNAL OF APPLIED PHYSICS,138(6),AUG 14 2025.
[49] Y.Zhang,H.Ren,P.Areias,X.Zhuang,and T.Rabczuk.Quasi-static and dynamic fracture modeling by the nonlocal operator method.ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,133:120--137,DEC 1 2021.
[50] F.Zheng,X.Zhuang,H.Zheng,Y.Y.Jiao,and T.Rabczuk.Kinetic analysis of polyhedral block system using an improved potential-based penalty function approach for explicit discontinuous deformation analysis.APPLIED MATHEMATICAL MODELLING,82:314--335,JUN 2020.
[51] F.Zheng,X.Zhuang,H.Zheng,Y.Y.Jiao,and T.Rabczuk.Discontinuous deformation analysis with distributed bond for the modelling of rock deformation and failure.COMPUTERS AND GEOTECHNICS,139,NOV 2021.
[52] F.Zheng,X.Zhuang,H.Zheng,Y.Y.Jiao,and T.Rabczuk.A robust potential-based contact force solution approach for discontinuous deformation analysis of irregular convex polygonal block/particle systems.ACTA GEOTECHNICA,16(3):679--697,MAR 2021.
[53] X.Zheng,Y.Jin,R.Cai,T.Rabczuk,H.Zhu,and X.Zhuang.Elastic surface wave attenuation in layered soil by metastructures.LOW-CARBON MATERIALS AND GREEN CONSTRUCTION,2(1),APR 15 2024.
[54] W.Zhong,R.Cai,X.Zhuang,T.Rabczuk,Y.Pennec,B.Djafari-Rouhani,and Y.Jin.Reconfigurable localized effects in non-hermitian phononic plate.APPLIED PHYSICS LETTERS,122(22),MAY 29 2023.
[55] S.Zhou,X.Zhuang,and T.Rabczuk.Phase field method for quasi-static hydro-fracture in porous media under stress boundary condition considering the effect of initial stress field.THEORETICAL AND APPLIED FRACTURE MECHANICS,107,JUN 2020.
[56] W.Wu,X.Zhuang*,H.Zhu,Y.Cai,X.Liu.Centroid Sliding Pyramid Method for Two Dimensional Stability Analysis of Discontinuous Rock Masses.Acta Geotechnica,doi: 10.1007/s11440-016-0510-4,2017.
[57] H.Zhu,W.Wu,X.Zhuang,Y.Cai.Method for estimating normal contact parameters in collision modeling using discontinuous deformation analysis.ASCE International Journal of Geomechanics,17:E4016011,2017.
[58] G.Liu,X.Zhuang*,Z.Cui.Three-dimensional slope stability analysis using independent cover based numerical manifold and vector method.Engineering Geology,paper in press,2017.
[59] Y.Shen,P.He,X.Zhuang.Fracture Model for the prediction of the Electrical percolation threshold in CNTs/Polymer composites,Frontiers of Structural & Civil Engineering,paper in press,2017.
[60] N.Nguyen-Thanh,K.Zhou,X.Zhuang,P.Aerias,H.Nguyen-Xuan,Y.Bazilevs,T.Rabczuk.Isogeometric multiple patches thin shells analysis based on rational splines over hierarchical T-meshes.Computer Methods in Applied Mechanics and Engineering,DOI: 10.1016/j.cma.2016.12.002,2017.
[61] T.Quoc-Thai,T.Rabczuk,X.Zhuang*.Numerical study for cohesive zone model in delamination analysis based on higher-order B-spline functions,Journal of Micromechanics and Molecular Physics,2:1750004,2017.
[62] H.Ren,X.Zhuang*,T.Rabczuk.Dual horizon peridynamics: a stable solution to varying horizon,Computer Methods in Applied Mechanics and Engineering,318:768-782,2017.
[63] X.Zhuang,Q.Wang,H.Zhu.Effective properties of composites with periodic random packing of ellipsoids.Materials,doi:10.3390/ma10020112,2017.
[64] Z.Dai,H.Ren,X.Zhuang*,T.Rabczuk.Dual-Support Smoothed Particle Hydrodynamics for Elastic Mechanics,International Journal of Computational Methods,14:1750039,2017.
[65] B.H.Nguyen,H.D.Tran,C.Anitescu,X.Zhuang,and T.Rabczuk.An Isogeometric Symmetric Galerkin Boundary Element Method for Elastostatic Analysis,Computer Methods in Applied Mechanics & Engineering,306:252-275,2016.
[66] Z.Lu,W.Li,X.Zhuang,T.Rabczuk.Quantitative assessment of engineering geological suitability for multilayer Urban Underground Space,Tunnelling and Underground Space Technology,59:65-76,2016.
[67] H.Ren,X.Zhuang*,T.Rabczuk.A new peridynamic formulation with shear deformation for elastic solid.Journal of Micromechanics and Molecular Physics,1:1650009,2016.
[68] X.Zhuang,Q.Wang,H.Zhu.Multiscale modelling of hydro-mechanical couplings in quasibrittle materials,International Journal of Fractures,doi: 10.1007/s10704-016-0139-1,2016.
[69] N.Vu-Bac,T.Lahmer,X.Zhuang,T.Nguyen-Thoi,T.Rabczuk.A software framework for probablistic sensitivity analysis for computationally expensive models,Advances in Software Engineering,doi:10.1016/j.advengsoft.2016.06.005,2016.
[70] H.Ren,X.Zhuang*,Y.Cai,T.Rabczuk.Dual-horizon peridynamics,International Journal for Numerical Methods in Engineering,108:1451-1476,2016.
[71] B.He,B.Mortazavi,X.Zhuang*,T.Rabczuk.Modeling Kapitza Resistance of Two-Phase Composite Material,Composite Structures,152:939-946,2016.
[72] A.A.Mousavi,B.Arash,X.Zhuang,T.Rabczuk.A coarse-grained model for the elastic properties of cross linked short carbon nanotube/polymer composites,Composites Part B,95:404-411,2016.
[73] S.Nantha,T.Lahmer,X.Zhuang*,H.S.Park,T.Rabczuk.Topology Optimization of Piezoelectric Nanostructures,Journal of the Mechanics and Physics of Solids,94:316-335,2016.
[74] K.M.Hamdia,X.Zhuang,P.He,T.Rabczuk.Fracture toughness of polymeric particle nanocomposites:Evaluation of Models performance using Bayesian method,Composite Science & Technology,126:122-129,2016.
A.Msekh,M.Silani,M.Jamshidian,P.Areias,X.Zhuang,G.Zi,P.He,T.Rabczuk.Predictions of J integral and tensile strength of clay/epoxy nanocomposites material using phase field model,Composites Part B,93: 97-114 2016.
[75] H.Zhu,W.Wu,J.Chen,G.Ma,X.Zhuang.Integration of three dimensional discontinuous deformation analysis (DDA) with binocular photogrammetry for stability analysis of tunnels in blocky rock mass.Tunneling and Underground Space Technology,51:30-40,2016.
[76] H.Zhu,Q.Wang,X.Zhuang*.A nonlinear semi-concurrent multiscale method for fractures.International Journal of Impact Engineering,87:65-82,2016.
[77] K.H.Hamdia,M.A.Msekh,M.Silania,N.Vu-Bac,X.Zhuang,T.Nguyen-Thoi,T.Rabczuk.Uncertainty quantification of fracture properties of polymeric nanocomposites based on phase field modeling,Composite Structures,133:1177-1190,2015.
[78] S.S.Nanthakumar,T.Lamher,X.Zhuang*,G.Zi,T.Rabczuk.Detections of material interface using a regularized level set method in piezoelectric structures.Inverse Problems in Science & Engineering,24:153-176,2015.
[79] M.Bayat,S.Sh.Ghorashi,J.Amani,L.Andersen,L.B.Ibsen,T.Rabczuk,X.Zhuang,H.Talebi.Recovery-Based Error Estimation in the Dynamic Analysis of Offshore Wind Turbine Monopile Foundations.Computers & Geotechnics,70:24-40,2015.
[80] S.Quayum,X.Zhuang*,T.Rabczuk.Computational model generation and RVE design of self-healing concrete.Frontiers of Structural and Civil Engineering,9:383-396,2015.
[81] H.Ghasemi,R.Brighenti,X.Zhuang*,J.Muthu,T.Rabczuk.Optimal fiber content and distribution in fiber-reinforced solids using a reliability and NURBS based sequential optimization approach.Structural and Multidisciplinary Optimization,51: 99-112,2015.
[82] N.Vu-Bac,M.Silani,T.Lahmer,X.Zhuang*,T.Rabczuk.A unified framework for stochastic predictions of mechanical properties of polymeric nanocomposites.Computational Materials Science: Part B,96: 520-535,2015.
[83] N.Nguyen-Thanh,N.Valizadeh,M.N.Nguyen,H.Nguyen-Xuan,X.Zhuang,P.Areias,G.Zi,Y.Bazilevs,L.de Lorenzis,T.Rabczuk.An extended isogeometric thin shell analysis based on Kirchhoff-Love theory,Computer Methods in Applied Mechanics & Engineering,284: 265-291,2015.
[84] X.Zhuang,Q.Wang,H.Zhu.A 3D computational homogenization model for porous material and parameters identification.Computational Materials Science,96: 536-548,2015.
[85] N.Vu-Bac,R.Rafiee,T.Lahmer,X.Zhuang*,T.Rabczuk.Uncertainty quantification for multiscale modeling of polymer nanocomposites with correlated parameters.Composites Part B: Engineering,68: 446-464,2014.
[86] H.Zhu,Y.Zuo,X.Li,J.Deng,X.Zhuang.Estimation of fracture diameter distribution using maximum entropy principle.International Journal of Rock Mechanics and Mining Sciences,72: 127-137,2014.
[87] Y.Zhang,X.Zhuang*,J.Muthu,T.Mabrouki,M.Fontaine,Y.Gong,T.Rabczuk.Load transfer of graphene/carbon nanotube/polyethylene hybrid nanocomposite by molecular dynamics simulation.Composites Part B: Engineering,63: 27-33,2014.
[88] W.Zheng,X.Zhuang*,D.D.Tannant,Y.Cai,S.Nunoo.Unified continuum/discontinuum modeling framework for slope stability assessment.Engineering Geology,179: 90-101,2014.
[89] X.Zhuang,J.Chun,H.Zhu.A comparative study on unfilled and filled crack propagation for rock-like brittle material.Theoretical and Applied Fracture Mechanics,72: 110-120,2014.
[90] H.Ghasemi,R.Rafiee,X.Zhuang,J.Muthu,T.Rabczuk.Uncertainties propagation in metamodel-based probabilistic optimization of CNT/polymer composite structure using stochastic multi-scale modeling.Computational Materials Science,85: 295-305 2014.
[91] W.Wu,H.Zhu H,X.Zhuang*,G.Ma,Y.Cai.A multi-shell cover algorithm for contact detection in the three dimensional discontinuous deformation analysis.Theoretical and Applied Fracture Mechanics,72: 136-149,2014.
[92] E.Li,X.Zhuang*,W.Zheng,Y.Cai,H.Zhu.Effect of graph generation on slope stability analysis based on graph theory.Journal of Rock Mechanics and Geotechnical Engineering,6: 380-386,2014.
[93] P.Budarapu,R.Gracie,S-W.Yang,X.Zhuang*,T.Rabczuk.Efficient coarse graining in multiscale modeling of fracture.Theoretical and Applied Fracture Mechanics,69: 126-143,2014.
[94] X.Zhuang,Y.Cai,C.Augarde.A meshless sub-region radial point interpolation method for accurate calculation of crack tip fields.Theoretical and Applied Fracture Mechanics,69: 118-125,2014.
[95] X.Zhuang*,H.Zhu,C.Augarde.An improved meshless Shepard and least square method possessing the delta property and requiring no singular weight function.Computational Mechanics,53: 343-357,2014.
[96] N.Vu-Bac,T.Lahmer,Y.Zhang,X.Zhuang*,T.Rabczuk.Stochastic predictions of interfacial characteristic of polymeric nanocomposites (PNCs).Composites Part B,59: 80-95,2014.
[97] X.Zhuang,R.Huang,T.Rabczuk,C.Liang.A coupled thermo-hydro-mechanical model of jointed hard rock for compressed air energy storage.Mathematical Problems in Engineering,article ID: 179169,2014.
[98] X.Zhuang,Y.C.Cai.A meshless local Petrov-Galerkin Shepard and least-squares method based on duo nodal supports.Mathematical Problems in Engineering,article ID: 806142,2014.
[99] H.Ghasemi,R.Brighenti,X.Zhuang*,J.Muthu,T.Rabczuk.Optimization of fiber dispersion in fiber reinforced composite by using B-spline finite elements.Computational Materials Science,85:463-473,2014.
[100] N.Vu-Bac,T.Lahmer,H.Keitel,J.Zhao,X.Zhuang*,T.Rabczuk.Stochastic predictions of bulk properties of amorphous polyethylene based on molecular dynamics simulations.Mechanics of Materials,68:70-84,2014.
[101] X.Li,Y.Zuo,X.Zhuang*,H.Zhu.Estimation of fracture trace length distributions using probability weighted moments and L-moments.Engineering Geology,168: 69-85,2014.
[102] Y.Cai,H.Zhu,X.Zhuang.A continuous/discontinuous deformation analysis (CDDA) method based on deformable blocks for fracture modelling.Frontiers of Structural & Civil Engineering,7:369-378,2014.
[103] N.Nguyen-Thanh,J.Muthu,X.Zhuang*,T.Rabczuk.An adaptive three-dimensional RHTsplines formulation in linear elasto-statics and elasto-dynamics.Computational Mechanics,53:369-385,2013.
[104] X.Zhuang,R.Huang,H.Zhu,H.Askes,K.Mathisen.A new and simple locking-free triangular thick plate element using independent shear degrees of freedom.Finite Elements in Analysis and Design,75:1-7,2013.
[105] J-W Jiang,X.Zhuang,T.Rabczuk.Orientation dependent intrinsic thermal conductivity in single-layer MoS2.Scientific Reports,arXiv:1303.5548,10.0.4.14/srep02209,2013.
[106] Y.Cai,X.Zhuang*,H.Zhu.A generalized and efficient method for finite cover generation in the numerical manifold method.International Journal of Computational Methods,10(5): 1350028,2013.
[107] N.Vu-Bac,H.Nguyen-Xuan,L.Chen,S.Bordas,X.Zhuang*,G.R.Liu,T.Rabczuk.A Phantom-Node method with edge-based strain smoothing for linear elastic fracture mechanics.Journal of Applied Mathematics,doi:10.1155/2013/978026,2013.
[108] Y.Jia,Y.Zhang,G.Xu,X.Zhuang*,T.Rabczuk.Reproducing Kernel Triangular Bspline-based FEM for Solving PDEs.Computer Methods in Applied Mechanics & Engineering,267:342-358,2013.
[109] Y.Zhang,G.Chen,L.Zheng,Y.Li,X.Zhuang.Effects of geometries on three-dimensional slope stability,Canadian Geotechnical Journal,50:233-249,2013.
[110] F.Huang,H.Zhu,Q.Xu,Y.Cai,X.Zhuang.The effect of weak interlayer on the failure pattern of rock mass around tunnel - Scaled model tests and numerical analysis.Tunnelling and Underground Space Technology,35:207-218,2013.
[111] X.Zhuang,C.Augarde and K.Mathisen.Fracture modelling using meshless methods and level sets in 3D: framework and modelling.International Journal for Numerical Methods in Engineering,92:969-998,2012.
[112] W.Zheng,X.Zhuang,Y.Cai.A new method for seismic stability analysis of anchored rock slope and its application in anchor optimization.Frontiers of Structural and Civil Engineering,6:111-120,2012.
[113] X.Zhuang,C.Heaney,C.Augarde.On error control in the element-free Galerkin method.Engineering Analysis with Boundary Elements,36:351-360,2012.
[114] Y.Zhang,G.Chen,J.Wu,L.Zheng,X.Zhuang.Numerical Simulation of Seismic Slope Stability Analysis Based on Tension-Shear Failure Mechanism.Geotechnical Engineering Journal of the SEAGS & AGSSEA,43: 18-28,2012.
[115] X.Zhuang,C.Augarde and S.Bordas.Accurate fracture modelling using meshless methods and level sets: formulation and 2D modelling.International Journal for Numerical Methods in Engineering,86:249-268,2011.
[116] H.Zhu,X.Li,X.Zhuang.Recent advances of digitization in rock mechanics and rock engineering.Journal of Rock Mechanics and Geotechnical Engineering,3:220-233,2011.
[117] H.Zhu,X.Zhuang,Y.Cai.High rock slope stability analysis using the enriched meshless Shepard and least squares method.International Journal of Computational Methods,8:209228,2011.
[118] X.Zhuang,C.Augarde.Aspects of the use of orthogonal basis functions in the element free Galerkin method.International Journal for Numerical Methods in Engineering,81:366-380,2010.
[119] Y.Cai,X.Zhuang,C.Augarde.A new partition of unity finite element free from linear dependence problem and processing delta property.Computer Methods in Applied Mechanics & Engineering,199:1036-1043,2010.
[120] X.Zhuang,H.Zhu,Y.Cai.High rock slope stability analysis using the meshless Shepard and least squares method.Analysis of dscontinuous deformation: new developments and applications: 405-411,2009.
[121] X.Zhuang,R.Huang,H.Zhu.Modelling 2D joint propagation in rock using the meshless methods and level sets.Chinese Journal of Rock Mechanics and Engineering,31:2187-2196,2012.
[122] W.Zheng,X.Zhuang*,Y.Cai,F.Xue.A study on the modeling of prestressed anchors in rock slope and optimization.Chinese Journal of Geotechnical Engineering,34:1668-1676,2012.
[123] X.Li,Y.Cai and X.Zhuang,H.Zhu.Design of permeable lining for high pressure hydraulic tunnel.Chinese Journal of Rock and Soil Mechanics,30:1403-1408,2009.
[124] X.Zhuang,Y.Cai,H.Zhu.An FEM modelling method for anchored slope stability analysis and discussions on anchoring effect.Chinese journal of Geotechnical Engineering,30:10991104,2008.
[125] X.Zhuang,Y.Cai,H.Zhu,D.Zhou.Rock slope stability analysis based on meshless method and shortest path algorithms.Chinese Quarterly of Mechanics,29: 537-543,2008.
[126] J.Fang,H.Zhu,X.Zhuang.Appraisal and analysis of three-dimensional slope stability based on elastic-plastic FEM,Rock and Soil Mechanics,29:2667-2672,2008.
[127] J.Fang,Y.Lin,X.Zhuang.A study on integrated technique with root pile and bag-form concrete in dealing with underwater slope.Chinese Journal of Underground Space and Engineering,3:187-192,2007.3.
国际岩石力学学会非连续变形分析委员会委员(Committee member of ISRM Commission on Discontinuous Deformation Analysis - DDA)
国际岩石力学学会地质体多场耦合分析委员会委员(Committee member of ISRM Commission on Coupled THMC Processes in Geological Materials and Systems)
欧盟“第七框架”FP7 项目“Integrating Numerical Simulation and Geometric Design Technology”(FP7-PEOPLE-2011-ITN-INSIST) 三维断裂课程特邀专家
西澳大学工程数理学部(Faculty of Engineering, Computing and Mathematics)客座教授 (Adjunct Professor)
河海大学力学与材料学院兼职教授
中国土木工程学会建设管理与青年工作专业委员会副主任委员
哈萨克斯坦国家自然基金评委
德意志研究基金(DFG)评委
中国力学学会计算力学专业委员会非连续性有限元分委会委员
国际期刊 Theoretical and Applied Fracture Mechanics 编辑委员
国际期刊 Engineering Geology 副主编
国际期刊 KSCE Journal of Civil Engineering 副主编
国际期刊 Frontiers of Structural and Civil Engineering 责任编辑
Computational Mechanics, International Journal of Computational Methods,Geotechnique,Computer Methods in Applied Mechanics and Engineering,Computer Modelling in Engineering & Sciences,Journal of Rock Mechanics and Geotechnical Engineering,Engineering Geology 等期刊审稿人

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