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[1]Zheng, Yong-Tong,Gao, Xiao-Wei,Lv, Jun,Peng, Hai-Feng.Weak-form element differential method for solving mechanics and heat conduction problems with a...[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2020,121(16):3722-3741
[2]Yang, Kai,Li, Hao-Yang,Peng, Hai-Feng,Gao, Xiao-Wei.New interface integration BEM for solving multi-medium nonlinear heat transfer problems[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2020,117:66-75
[3]梅杰,张博文,张春云,彭海峰,崔苗.幂强化弹塑性材料平面应变反问题[J],工程力学,2020,37(1):248-256
[4]Zheng, Yong-Tong,Peng, Hai-Feng,Xu, Bing-Bing,Gao, Xiao-Wei.The coupled method of multi-domain BEM and element differential method for solving multi-scale ...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2020,113:145-155
[5]高效伟,徐兵兵,吕军,彭海峰.自由单元法及其在结构分析中的应用[J],力学学报,2019,51(3):703-713
[6]Gao, Xiao-Wei,Liang, Yu,Xu, Bing -Bing,Yang, Kai,Peng, Hai-Feng.Cross-line elements for free element method in thermal and mechanical analyses of functionally ...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2019,108:422-437
[7]Yang, Kai,Jiang, Geng-Hui,Peng, Hai-Feng,Gao, Xiao-Wei.A new modified Levenberg-Marquardt algorithm for identifying the temperature-dependent conducti...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2019,144
[8]Yang, Kai,Jiang, Geng-Hui,Qu, Qiang,Peng, Hai-Feng,Gao, Xiao-Wei.A new modified conjugate gradient method to identify thermal conductivity of transient non-homo...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2019,133:669-676
[9]Peng, Hai-Feng,Yang, Kai,Cui, Miao,Gao, Xiao-Wei.Radial integration boundary element method for solving two-dimensional unsteady convection-diff...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2019,102:39-50
[10]Gao, Xiao-Wei,Peng, Hai-Feng.Numerical evaluation of arbitrary singular domain integrals based on radial integration method[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2011,35(3):587-593
[11]Peng, Hai-Feng,Cui, Miao,Gao, Xiao-Wei.A boundary element method without internal cells for solving viscous flow problems[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2013,37(2):293-300
[12]Peng, Hai-Feng,Gao, Xiao-Wei,Yang, Kai.Element nodal computation-based radial integration BEM for non-homogeneous problems[J],ACTA MECHANICA SINICA,2013,29(3):429-436
[13]Gao, Xiao-Wei,Peng, Hai-Feng,Liu, Jian.A boundary-domain integral equation method for solving convective heat transfer problems[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2013,63:183-190
[14]Peng, Hai-Feng,Gao, Xiao-Wei,Bai, Yu-Guang,Yang, Kai.Three-step multi-domain BEM for solving transient multi-media heat conduction problems[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2013,37(11):1545-1555
[15]Hu, Jin-Xiu,Peng, Hai-Feng,Gao, Xiao-Wei.Numerical Evaluation of Arbitrary Singular Domain Integrals Using Third-Degree B-Spline Basis F...[J],MATHEMATICAL PROBLEMS IN ENGINEERING,2014,2014
[16]Yang, Kai,Peng, Hai-Feng,Cui, Miao,Gao, Xiao-Wei.New analytical expressions in radial integration BEM for solving heat conduction problems with ...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,50:224-230
[17]Yang, Kai,Feng, Wei-Zhe,Peng, Hai-Feng,Lv, Jun.A new analytical approach of functionally graded material structures for thermal stress BEM ana...[J],INTERNATIONAL COMMUNICATIONS IN HEAT AND MASS TRANSFER,2015,62:26-32
[18]Liu, Jian,Peng, Hai-Feng,Gao, Xiao-Wei,Cui, Miao.A traction-recovery method for evaluating boundary stresses on thermal elasticity problems of F...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,61:226-231
[19]Gao, Xiao-Wei,Zheng, Yong-Tong,Peng, Hai-Feng,Cui, Miao,Zhang, Zhuo-Yuan.Trans-accuracy elements and their application in BEM analysis of structurally multi-scale probl...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2018,97:82-93
[20]Peng, Hai-Feng,Cui, Miao,Yang, Kai,Gao, Xiao-Wei.Radial integration BEM for steady convection-conduction problem with spatially variable velocit...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2018,126:1150-1161
[21]Cui, Miao,Peng, Hai-Feng,Xu, Bing-Bing,Gao, Xiao-Wei,Zhang, Yuwen.A new radial integration polygonal boundary element method for solving heat conduction problems[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2018,123:251-260
[22]Cui, Miao,Xu, Bing-Bing,Feng, Wei-Zhe,Zhang, Yuwen,Gao, Xiao-Wei,Peng, Hai-Feng.A radial integration boundary element method for solving transient heat conduction problems wit...[J],NUMERICAL HEAT TRANSFER PART B-FUNDAMENTALS,2018,73(1):1-18
[23]Gao, Xiao-Wei,Li, Zong-Yang,Yang, Kai,Lv, Jun,Peng, Hai-Feng,Cui, Miao,Ruan, Bo,Zhu, Qiang-Hua.Element differential method and its application in thermal-mechanical problems[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2018,113(1):82-108
[24]赵金军,彭海峰,原志超,张耀明,高效伟.三维变系数热传导问题边界元分析中几乎奇异积分计算[J],计算力学学报,2015,32(1):7-13
[25]彭海峰,崔苗,高效伟.Radial integration BEM for steady convection-conduction problem with spatially variable velocity ...[J],International Journal of Heat and Mass Transfer,2018,126:1150-1161
[26]杨恺,彭海峰,高效伟.Radial integration boundary element method for nonlinear heat conduction problems[A],2018
[27]Gao, Xiao-Wei,Huang, Shi-Zhang,Cui, Miao,Ruan, Bo,Zhu, Qiang-Hua,Yang, Kai,Lv, Jun,Peng, Hai-Feng.Element differential method for solving general heat conduction problems[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,115:882-894
[28]Wang, Jing,Peng, Hai-Feng,Yang, Kai,Yin, Yan-Xin,Gao, Xiao-Wei.Radial integration boundary element method for heat conduction problems with convective heat tr...[J],NUMERICAL HEAT TRANSFER PART B-FUNDAMENTALS,2017,72(4):300-310
[29]Yang, Kai,Peng, Hai-Feng,Wang, Jing,Xing, Chun-Hao,Gao, Xiao-Wei.Radial integration BEM for solving transient nonlinear heat conduction with temperature-depende...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,108:1551-1559
[30]Yang, Kai,Wang, Jing,Du, Jian-Ming,Peng, Hai-Feng,Gao, Xiao-Wei.Radial integration boundary element method for nonlinear heat conduction problems with temperat...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,104:1145-1151
[31]Gao, Xiao-Wei,Peng, Hai-Feng,Cui, Miao,Yang, Kai,Yuan, Zhi-Chao.Isoparametric closure elements in boundary element method[J],COMPUTERS & STRUCTURES,2016,168:1-15
[32]高效伟,吕军,彭海峰,周巍巍.基于多边形网格的变系数问题边界单元法[J],应用力学学报,2016,33(2):188-194
[33]高效伟,刘健,彭海峰.集成单元边界元法及其在主动冷却热防护系统分析中的应用[J],力学学报,2016,48(4):994-1003
[34]杨恺,彭海峰,高效伟.Radial integration boundary element method for nonlinear heat conduction problems with temperatur...[J],International Journal of Heat Mass Transfer,2016
[35]Peng, Hai-Feng,Liu, Jian,Zhu, Qiang-Hua,Zhang, Ch..Evaluation of strongly singular domain integrals for internal stresses in functionally graded m...[J],ACTA MECHANICA SINICA,2014,30(6):917-926
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