近期论文
查看导师新发文章
（温馨提示：请注意重名现象，建议点开原文通过作者单位确认）
[1]杨恺.随温度变化的功能梯度材料径向积分边界元法及其反分析[A],2021
[2]郑永彤.Multi-physics coupling anlysis of rope sealed structures with braided ceramic fibres by element d...[A],2021
[3]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
[4]杨恺.Using analytical expressions in radial integration BEM for variable coefficient elasticity proble...[A],2013
[5]Yang, Kai,Feng, Wei-Zhe,Gao, Xiao-Wei.A new approach for computing hyper-singular interface stresses in IIBEM for solving multi-mediu...[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2015,287:54-68
[6]Yang, Kai,Feng, Wei-Zhe,Li, Jun,Gao, Xiao-Wei.New analytical expressions in radial integration BEM for stress computation with several kinds ...[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2015,289:44-59
[7]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
[8]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
[9]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
[10]Feng, Wei-Zhe,Yang, Kai,Cui, Miao,Gao, Xiao-Wei.Analytically-integrated radial integration BEM for solving three-dimensional transient heat con...[J],INTERNATIONAL COMMUNICATIONS IN HEAT AND MASS TRANSFER,2016,79:21-30
[11]杨恺,高效伟.New approach for computing hyper-singular interface stresses in IIBEM for solving multi-medium el...[A],2015
[12]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
[13]Gao, Xiao-Wei,Feng, Wei-Zhe,Zheng, Bao-Jing,Yang, Kai.An interface integral equation method for solving general multi-medium mechanics problems[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2016,107(8):696-720
[14]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
[15]Cui, Miao,Yang, Kai,Xu, Xiao-liang,Wang, Sheng-dong,Gao, Xiao-wei.A modified Levenberg-Marquardt algorithm for simultaneous estimation of multi-parameters of bou...[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2016,97:908-916
[16]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
[17]李宗阳,吕军,杨恺,高效伟.高超声速飞行器前体/进气道结构热变形数值分析[A],2017,13
[18]杨恺,彭海峰,高效伟.Radial integration boundary element method for nonlinear heat conduction problems[A],2018
[19]Gao, Xiao-Wei,Yuan, Zhi-Chao,Peng, Hai-Feng,Cui, Miao,Yang, Kai.Isoparametric closure elements in boundary element method[J],COMPUTERS STRUCTURES,2016,168:1-15
[20]高效伟,崔苗,杨恺,吕军,阮波,彭海峰,朱强华.一种新的有限单元法--单元微分法[A],2017
[21]刘健,原志超,杨恺,高效伟.高超声速飞行器多层复杂热防护结构气-固耦合快速热分析方法[J],推进技术,2016,37(2):227-234
[22]崔苗,高效伟,杨恺.High order projection plane method for evaluation of super singular curved boundary integrals in ...[J],Mathematical Problems in Engineering,2016,1(1):9523405-9523405
[23]Feng, Wei-Zhe,Yang, Kai,Gao, Xiao-Wei,Liu, Jian.A new BEM for solving 2D and 3D elastoplastic problems without initial stresses/strains[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,61:134-144
[24]Zheng, Bao-Jing,Gao, Xiao-Wei,Yang, Kai,Zhang, Chuan-Zeng.A novel meshless local Petrov-Galerkin method for dynamic coupled thermoelasticity analysis und...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,60(,SI):154-161
[25]Gao, Xiao-Wei,Zheng, Bao-Jing,Yang, Kai,Zhang, Ch..Radial integration BEM for dynamic coupled thermoelastic analysis under thermal shock loading[J],COMPUTERS STRUCTURES,2015,158:140-147
[26]杨恺,冯伟哲,高效伟.求解多重介质界面应力超强奇异积分的新方法[A],2015,308-308
[27]原志超,黄世璋,杨恺,高效伟.SST两方程湍流模型在高超声速气动热化学非平衡中的应用[A],2015,226-226
[28]高效伟,杨恺.An Interface Integral Equation Method for Solving General Multi-Medium Mechanics Problems[J],Int. J. Numer. Meth. Engng,2015
[29]Yang, Kai,Liu, Yun-Fei,Gao, Xiao-Wei.Analytical expressions for evaluation of radial integrals in stress computation of functionally...[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2014,44:98-103
[30]Gao, Xiao-Wei,Feng, Wei-Zhe,Yang, Kai,Cui, Miao.Projection plane method for evaluation of arbitrary high order singular boundary integrals[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,50:265-274
[31]杨恺,原志超,朱强华,高效伟.高超声速热化学非平衡钝体绕流数值模拟[J],推进技术,2014,35(12):1585-1591
[32]高效伟,郑保敬,杨恺,Ch.Zhang.耦合热弹性动力学问题的径向积分边界元法[A],2014,1-9
[33]冯伟哲,杨恺,高效伟.边界元法中一种直接计算超奇异边界应力积分方程的新方法[A],2014,1-12
[34]Lv, Jun,Yang, Kai,Zhang, Hongwu,Yang, Dongsheng,Huang, Yi.A hierarchical multiscale approach for predicting thermo-electro-mechanical behavior of heterog...[J],COMPUTATIONAL MATERIALS SCIENCE,2014,87:88-99
[35]杨恺.A new analytical radial integration BEM for any kinds of variable coefficient heat conduction pr...[A],2014
[36]高效伟,杨恺.The interface integral BEM for solving general non-homogeneous and non-linear mechanics problems[A],2014
[37]高效伟,杨恺.Radial Integration BEM for Dynamic Thermoelasticity Coupling Analysis under Thermal and Mechanica...[A],2014
[38]高效伟,冯伟哲,杨恺.边界元中计算任意高阶奇异线积分的直接法[J],力学学报,2014,46(3):428-435
[39]Peng, Hai-Feng,Bai, Yu-Guang,Yang, Kai,Gao, Xiao-Wei.Three-step multi-domain BEM for solving transient multi-media heat conduction problems[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2013,37(11):1545-1555
[40]Peng, Hai-Feng,Yang, Kai,Gao, Xiao-Wei.Element nodal computation-based radial integration BEM for non-homogeneous problems[J],ACTA MECHANICA SINICA,2013,29(3):429-436
京公网安备 11010802027423号