个人简历
个人简介Personal Profile杨恺，国家自然科学基金评审专家，中国博士后基金评审专家。相关成果：在计算力学领域顶级期刊《Comput. Method Appl. M.》，传热传质领域顶级期刊《Int. J. Heat Mass Tran.》等国内外期刊上发表SCI论文40余篇，论文共被引用500余次（单篇最高引用66次）。合作出版专著《高等边界元法-理论与程序》。主持包括国家自然科学基金面上项目、国家自然科学基金青年基金及中国博士后基金特别资助等纵向项目以及航天一院、航天三院、国防科大等横向项目共10余项。作为项目骨干参与多项国家重大专项项目。曾于2006年获得“江苏省优秀毕业生”荣誉称号，科研成果“径向积分法及其在工程计算方法中的应用”2014年荣获教育部自然科学二等奖，2015年在新西兰举办的第六届国际计算方法会议上获最佳论文奖（300多篇中仅10篇获奖），2015年获“大连市青年科技之星”称号，2017年获中央军委装备部-教育部联合基金青年人才项目(同年动力与能源领域全国仅立项5项)，2017年入选校星海学者人才培育计划-星海优青。2019年获得“杜庆华工程计算方法优秀青年学者奖”。指导的研究生获得国家奖学金，校优秀研究生等。教育经历2006.9 2011.10 东南大学 工程力学 博士1999.9 2002.7 安徽黄山屯溪一中工作经历2014.12 至今 航空航天学院 副教授2011.11 2014.11 航空航天学院 讲师专利 一种随温度变化的热导率辨识的修正LM方法 著作成果 高等边界元法-理论与程序 科研项目 闭合与半闭合边界单元及其在细小物体结构分析中的应用研究, 国家自然科学基金项目, 2016/08/17, 进行 多功能复合涂层结构热冲击边界元分析算法研究, 国家自然科学基金项目, 2012/09/25, 完成 复合涂层结构热冲击下边界元失效分析, 国务院其他部门, 2012/01/01-2013/11/30, 完成 热防护系统涂层结构热力耦合非线性边界元算法研究, 国务院其他部门, 2013/08/01-2013/10/22, 完成 界面应力积分方程及其在飞行器热防护系统涂层结构失效分析中的应用, 国家自然科学基金项目, 2015/08/18, 进行 2016年大连科技之星项目(2015年称号)-飞行器关键部位气动力、气动热数值模拟研究, 省、市、自治区科技项目, 2016/10/11, 进行 授课信息 航天器总体设计 /2019-2020 /春学期 /32课时 /2.0学分 /1040444200 航天器总体设计 /2019-2020 /春学期 /32课时 /2.0学分 /1040444200 高超声速空气动力学基础 /2019-2020 /秋学期 /32课时 /2.0学分 /1040441110 高超声速空气动力学基础 /2019-2020 /秋学期 /32课时 /2.0学分 /1040441110 高超声速空气动力学基础 /2018-2019 /秋学期 /32课时 /2.0学分 /1040441110 高超声速空气动力学基础 /2017-2018 /秋学期 /32课时 /2.0学分 /1040441110 科研奖励 高等学校科学研究优秀成果奖（科学技术） 其他奖励 2019杜庆华工程计算方法优秀青年学者奖 （2019年） 大连市青年科技之星 （2015年） 2015国际计算方法大会最佳论文奖 （2015年） 大连市自然科学学术成果奖 （2015年） 辽宁省自然科学学术成果奖 （2015年） 2014引进人才二期获优秀（全校5人） （2014年）
研究领域
3． 高超声速热-流-固耦合多尺度算法 2． 高超声速气动热环境预测1． 飞行器热防护系统涂层结构热力耦合多尺度算法""
近期论文
[1]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 gradient materials[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2019,108:422-437 [2]杨恺.Using analytical expressions in radial integration BEM for variable coefficient elasticity problems[A],5th Asian Pacific Congress on Computational Mechanics ＆ 4th International Symposium on Computational Mechanics,Singapore,2013 [3]Yang, Kai,Feng, Wei-Zhe,Gao, Xiao-Wei.A new approach for computing hyper-singular interface stresses in IIBEM for solving multi-medium elasticity problems[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2015,287:54-68 [4]Yang, Kai,Feng, Wei-Zhe,Li, Jun,Gao, Xiao-Wei.New analytical expressions in radial integration BEM for stress computation with several kinds of variable coefficients[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2015,289:44-59 [5]Yang, Kai,Feng, Wei-Zhe,Peng, Hai-Feng,Lv, Jun.A new analytical approach of functionally graded material structures for thermal stress BEM analysis[J],INTERNATIONAL COMMUNICATIONS IN HEAT AND MASS TRANSFER,2015,62:26-32 [6]Yang, Kai,Wang, Jing,Du, Jian-Ming,Peng, Hai-Feng,Gao, Xiao-Wei.Radial integration boundary element method for nonlinear heat conduction problems with temperature-dependent conductivity[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,104:1145-1151 [7]Yang, Kai,Peng, Hai-Feng,Wang, Jing,Xing, Chun-Hao,Gao, Xiao-Wei.Radial integration BEM for solving transient nonlinear heat conduction with temperature-dependent conductivity[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,108:1551-1559 [8]Feng, Wei-Zhe,Yang, Kai,Cui, Miao,Gao, Xiao-Wei.Analytically-integrated radial integration BEM for solving three-dimensional transient heat conduction problems[J],INTERNATIONAL COMMUNICATIONS IN HEAT AND MASS TRANSFER,2016,79:21-30 [9]杨恺,高效伟.New approach for computing hyper-singular interface stresses in IIBEM for solving multi-medium elasticity problems[A],ICCM2015,2015 [10]杨恺,彭海峰,高效伟.Radial integration boundary element method for nonlinear heat conduction problems with temperature-dependent conductivity[J],International Journal of Heat Mass Transfer,2016 [11]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 [12]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 [13]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 boundary heat flux by solving transient nonlinear inverse heat conduction problems[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2016,97:908-916 [14]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 transfer boundary[J],NUMERICAL HEAT TRANSFER PART B-FUNDAMENTALS,2017,72(4):300-310 [15]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],中国力学大会-2017暨庆祝中国力学学会成立60周年大会,2017,13 [16]杨恺,彭海峰,高效伟.Radial integration boundary element method for nonlinear heat conduction problems[A],Symposium of the International Association for boundary element methods,2018 [17]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 [18]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],中国力学大会2017（北京）,2017 [19]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 [20]崔苗,高效伟,杨恺.High order projection plane method for evaluation of super singular curved boundary integrals in BEM[J],Mathematical Problems in Engineering,2016,1(1):9523405-9523405 [21]Feng, Wei-Zhe,Gao, Xiao-Wei,Liu, Jian,Yang, Kai.A new BEM for solving 2D and 3D elastoplastic problems without initial stresses/strains[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,61:134-144 [22]Zheng, Bao-Jing,Gao, Xiao-Wei,Yang, Kai,Zhang, Chuan-Zeng.A novel meshless local Petrov-Galerkin method for dynamic coupled thermoelasticity analysis under thermal and mechanical shock loading[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,60(,SI):154-161 [23]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 [24]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中国力学大会,2015,308-308 [25]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中国力学大会,2015,226-226 [26]高效伟,杨恺.An Interface Integral Equation Method for Solving General Multi-Medium Mechanics Problems[J],Int. J. Numer. Meth. Engng,2015 [27]Yang, Kai,Liu, Yun-Fei,Gao, Xiao-Wei.Analytical expressions for evaluation of radial integrals in stress computation of functionally graded material problems using RIBEM[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2014,44:98-103 [28]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 [29]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 [30]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年中国计算力学大会,2014,1-9 [31]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年中国计算力学大会,2014,1-12 [32]Lv, Jun,Yang, Kai,Zhang, Hongwu,Yang, Dongsheng,Huang, Yi.A hierarchical multiscale approach for predicting thermo-electro-mechanical behavior of heterogeneous piezoelectric smart materials[J],COMPUTATIONAL MATERIALS SCIENCE,2014,87:88-99 [33]杨恺.A new analytical radial integration BEM for any kinds of variable coefficient heat conduction problems[A],The International Association for Boundary Element Methods (IABEM),2014 [34]高效伟,杨恺.The interface integral BEM for solving general non-homogeneous and non-linear mechanics problems[A],2014 [35]高效伟,杨恺.Radial Integration BEM for Dynamic Thermoelasticity Coupling Analysis under Thermal and Mechanical Shock Loading[A],2014 Conference of International Association for Boundary Element Methods,2014 [36]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 [37]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 [38]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 [39]Yang, Kai,Peng, Hai-Feng,Cui, Miao,Gao, Xiao-Wei.New analytical expressions in radial integration BEM for solving heat conduction problems with variable coefficients[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2015,50:224-230 [40]Bai YuGuang,Yang Kai,Sun DongKe,Zhang YuGuang,Kennedy, David,Williams, Fred,Gao XiaoWei.Numerical aerodynamic analysis of bluff bodies at a high Reynolds number with three-dimensional CFD modeling[J],SCIENCE CHINA-PHYSICS MECHANICS & ASTRONOMY,2013,56(2):277-2892016.3 2019.12国家自然科学基金评审专家 2017.6 2019.12中国博士后基金评审专家 2017.9 2021.12中国力学学会计算力学委员会“边界元法与其它降维方法”专业组秘书 2016.9 2016.9第11 届亚洲流体力学会议分会主席 2017.8 2017.8中国力学大会MS079”边界元法与降维方法”专题研讨会会议秘书 2015.8 2015.8中国力学大会MS73”边界元法”专题研讨会会议秘书 2014.9 2014.9国防重大专项发动机技术秋季研讨会会议秘书 2015.9 2015.9国防重大专项发动机技术秋季研讨会会议秘书
