- 高阳导师简介 -
基本信息
姓名*高阳
姓名拼音GAO Yang
教师号不公开
出生日期不公开
性别男
所属院系理学院
国籍中国
民族汉族籍贯不公开参加何党派不公开加入党派时间不公开最高学历博士研究生最高学位博士毕业学校北京大学毕业时间2005-01-05最高学位授予国别中国最高学位授予单位北京大学最高学位授予专业最高学位授予时间2005-01-05外语语种英语外语熟练程度精通来校时间不公开参加工作时间不公开在职状态不公开教师来源不公开职称副教授职称评聘时间不公开职务副系主任任职时间不公开证件类型不公开证件号码不公开办公电话**家庭电话不公开手机不公开传 真不公开通信地址清华东路17号，74号信箱邮政编码100083电子邮箱ygao@cau.edu.cn教师主页导师类型博导兼硕导是否外聘否兼职聘期起始日期兼职聘期终止日期兼职所在原单位是否在外单位担任兼职导师不公开主要兼职单位名称不公开专家类别新世纪及跨世纪优秀人才从事学科专业1机械工程080204-车辆工程从事学科专业2力学080102-固体力学首任导师时间2010-06研究方向1复合材料力学研究方向2断裂力学研究方向3材料工程研究方向4水利工程备注

目前指导研究生
在籍

博士研究生 0人 硕士研究生4人 （其中 2014级:2 2015级:2）
不在籍
博士研究生 0人 硕士研究生6人 （其中 2010级:1 2011级:1 2012级:2 2013级:2）
个人简历
2005年3月至今
中国农业大学，副教授，博士生导师。从事力学基础课教学、固体力学科研工作。担任工程力学专业本科生和研究生教学工作，主要讲授工科类力学基础课程：《理论力学》、《材料力学》、《连续介质力学》、《现代力学进展》。主要从事损伤力学、结构力学和新型材料力学性能的研究工作，拓展了多场耦合的各向异性弹性理论，发展了材料含缺陷产生失效破坏的基本机理及其防护措施，发展了梁板轴柱等工程结构的精确理论。先后主持了国家自然科学基金和北京市自然科学基金，参加了多项国家自然科学基金、博士点科研基金、中德合作科研项目等。指导研究生5名，博士后1名。
2009年8月—2011年7月
德国弗莱贝格工业大学、卡塞尔大学，洪堡学者。主要从事准晶材料、智能材料的损伤破坏的解析理论和数值方法研究。获得了新型材料的圆币形、椭圆形裂纹的解析解，建立了分析材料裂纹的断裂参数（包括应力强度因子、能量释放率等）的通用求解技术，建立了能量密度理论和相应的破坏原理。利用卡塞尔大学力学实验室的高级实验设备和器材，掌握了先进的实验手段和分析技术，在材料的力学性能和破坏损伤方面获得了大量第一手的实验观测结果。协助指导硕士研究生3名、博士研究生2名。
1. 教学工作详细情况
2005年3月至今，在中国农业大学理学院应用力学系任教，每年纯教学工作量达320标准学时以上，课堂教学评价在90分以上。至今主讲了：
工科类力学基础课程《理论力学》（6次）；
工科类力学基础课程《材料力学》（5次）；
工程力学研究生课程《连续介质力学》（6次）；
工程力学研究生课程《现代力学进展》（2次）；
以及担任工程力学本科生班主任（2005–2009）。
2. 获得荣誉
（1）德国洪堡学者（2011）；
（2）辽宁省自然科学学术成果奖论文类三等奖（2010）；
（3）北京大学优秀博士论文（2008）；
（4）指导的学生张亮亮获北京力学会第18届学术年会青年优秀学术论文（2012）；
（5）指导的学生尚兰歌获北京力学会第15届学术年会青年优秀学术论文（2009）；
（6）学校教学成果一等奖（2008）。
4. 发表论文
近五年，约发表学术论文90余篇，其中SCI检索50篇（第一作者43篇），EI检索46篇（第一作者36篇）
遴选学科专业
不公开
论文与专著
近五年，约发表学术论文90余篇，其中SCI检索50篇（第一作者43篇），EI检索46篇（第一作者36篇），统计数据更新至2012.11,代表性SCI检索论文如下：



2012
[1] Gao Y. and Ricoeur A..Three-dimensional analysis of a spheroidal inclusion in a two-dimensional quasicrystal body. Philosophical Magazine, 出版中 (SCI/EI)

[2] Xu B. X., Gao Y. and Wang M. Z.. Particle packing and the mean theory. Physic Letters A,出版中 (SCI/EI)

[3] Gao Y. and Ricoeur A.. The refined theory of plane problems for one-dimensional. Journal of Applied Mechanics-Transactions of the ASME, 2012, 79 (1), 011004. (SCI/EI)

[4] Gao Y., Zhao B. S. and Wang M. Z.. Thermoelasticity theory and the decomposed form of thick plates for extensional deformation. Acta Mechanica, 2012, 223 (4), 755-764. (SCI/EI)
[5] Gao Y.. Lekhnitskii’s formalism of one-dimensional quasicrystals and its application. Pramana-Journal of Physics, 2012, 79 (2), 311-318. (SCI/EI)
[6] Gao Y.. Thedecomposed form of the stress state for transversely isotropic beam bending based on elastic theory. ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik,2012, 92 (9), 709-715. (SCI/EI)
[7] Zhao B. S., Gao Y. and Zhao Y. T.. Boundary conditions for axisymmetric circular cylinder in one-dimensional hexagonal quasicrystals. Archive of Applied Mechanics, 2012, 82 (5): 605-614. (SCI/EI)
[8] Zhao Y. T., Gao Y. and Wang M. Z.. Inhomogeneity problem with a sliding interface under remote shearing stress. Science China: Physics, Mechanics and Astronomy, 2012, 55 (11), 2122-2127. (SCI/EI)
2011
[1] Gao Y. and Ricoeur A.. Three-dimensional Green’s functions for two-dimensional quasicrystal bimaterials. Proceedings of the Royal Society A, 2011, 467 (2133), 2622-2642. (SCI/EI)
[2] Gao Y., Ricoeur A. and Zhang L. L.. Plane problems of cubic quasicrystal media with an elliptic hole or a crack. Physics Letters A, 2011, 375 (28-29), 2775-2781. (SCI)
[3] Gao Y. and Ricoeur A.. The refined theory of one-dimensional quasicrystals in thick plate structures. Journal of Applied Mechanics-Transactions of the ASME,2011, 78 (3), 031021. (SCI/EI)
[4] Gao Y..Decay conditions for 1D quasicrystal beams. IMA Journal of Applied Mathematics, 2011, 76 (4), 599-609. (SCI/EI)
[5] Gao Y. and Shang L. G.. Governing equations and general solutions of plane elasticity of two-dimensional decagonal quasicrystals. International Journal of Modern Physics B, 2011, 25 (20), 2769-2778. (SCI)
[6] Zhao B. S., Zhao Y. T., Gao Y.and Zhang D. C.. A deformation theory without ad hoc assumption of an axisymmetric circular cylinder. Acta Mechanica, 2011, 216 (1-4) 37-47. (SCI/EI)
2010
[1] Gao Y. and Ricoeur A.. Green’s functions for infinite bi-material planes of cubic quasicrystals with imperfect interface. Physics Letters A,374 (42), 4354-4358. (SCI)
[2] Gao Y.. The exact theory of one-dimensional quasicrystal deep beams. Acta Mechanica, 2010, 212 (3-4), 283-292. (SCI/EI)
[3] Gao Y. and Shang L. G.. The exact theory of deep beams without ad hoc assumptions. Mechanics Research Communications, 2010, 37 (6), 559-564. (SCI/EI)
[4] Gao Y. and Xu B. X.. The refined theory for a magnetoelastic body - II. Plane problems. International Journal of Applied Electromagnetics and Mechanics, 2010, 32 (1), 31-46.(SCI/EI)
[5] Gao Y.. The refined theory of magnetoelastic beams for tension and compression deformation. International Journal for Applied Electromagnetics and Mechanics, 2010, 34 (1-2), 63-71. (SCI/EI)
[6] Gao Y..Green’s functions for infinite planes and bi-material half-planes consisting of quasicrystals. Journal of Zhejiang University-Science A, 2010, 11 (10), 835-840. (SCI/EI)
[7] Zhao B. S., Gao Y., Zhao Y. T. and Zhou X. Y.. Boundary conditions for an axisymmetric circular cylinder. Comptes Rendus Mecanique, 2010,338 (5), 255-259. (SCI)
2009
[1] Gao Y.. Governing equations and general solutions of plane elasticity of cubic quasicrystals. Physics Letters A, 2009, 373 (8-9), 885-889. (SCI)
[2] Gao Y.. The appropriate edge conditions for two-dimensional quasicrystal semi-infinite strips with mixed edge-data. International Journal of Solids and Structures, 2009, 46 (9), 1849-1855. (SCI/EI)
[3] Gao Y. and Zhao B. S.. A refined theory of elastic thick plates for extensional deformation. Archive of Applied Mechanics, 2009, 79 (1), 5-18. (SCI/EI) 开卷首篇
[4] Gao Y., Xu S. P. and Zhao B. S.. Mixed boundary conditions for piezoelectric plates. Science in China Series G, 2009, 52 (5), 755-761. (SCI/EI)
[5] Gao Y. and Wang M. Z.. The refined theory of deep rectangular beams for symmetrical deformation. Science in China Series G, 2009, 52 (6),919-925. (SCI/EI)
[6] Gao Y. and Zhao B. S.. General solutions of three-dimensional problems for two-dimensional quasicrystals. Applied Mathematical Modelling, 2009, 33 (8), 3382-3391. (SCI/EI)
[7] Gao Y. and Zhao B. S.. The refined theory for a magnetoelastic body - I. plate problems. International Journal of Applied Electromagnetics and Mechanics, 2009, 29 (1), 1-14. (SCI/EI) 开卷首篇
[8] Gao Y., Xu S. P. and Zhao B. S.. General solutions of equilibrium equations for 1D hexagonal quasicrystals. Mechanics Research Communications, 2009, 36 (3), 302-308. (SCI/EI)
[9] Zhao B. S., Gao Y. and Wu X. E.. A refined theory of torsional deformation of a circular shaft. Acta Mechanica, 2009, 207 (1-2), 1-10. (SCI/EI)
2008
[1] Gao Y., Xu S. P. and Zhao B. S.. A theory of general solutions of 3D problems in 1D hexagonal quasicrystals. Physica Scripta, 2008, 77 (1), 015601. (SCI)
[2] Gao Y., Xu B. X., Zhao B. S. and Chang T. C.. New general solutions of plane elasticity of one-dimensional quasicrystals. Physica Status Solidi B, 2008, 245 (1), 20-27.(SCI)
[3] Gao Y., Zhao B. S. and Xu S. P.. A theory of general solutions of plane problems in two-dimensional octagonal quasicrystals. Journal of Elasticity, 2008, 93 (3), 263-277. (SCI/EI)
[4] Gao Y. and Xu B. X.. The remarkable nature of one-dimensional quasicrystal. Zeitschrift fur Kristallographie, 2008, 223 (11-12), 809-812. (SCI)
[5] Gao Y., Xu S. P. and Zhao B. S.. Boundary conditions for the bending of a piezoelectric beam. Science in China Series G, 2008, 51 (7), 847-856. (SCI/EI)
[6] Gao Y., Zhao B. S. and Xu B. X.. The decomposed form and boundary conditions of elastic beams with free faces. Acta Mechanica, 2008, 196 (3-4), 193-203. (SCI/EI)
[7] Gao Y. and Xu B. X.. Method on holomorphic vector functions and applications in two-dimensional quasicrystals. International Journal of Modern Physics B, 2008, 22 (6), 635-643. (SCI)
[8] Gao Y., Wang M. Z. and Zhao B. S.. The remarkable nature of radially symmetric deformation of anisotropic piezoelectric inclusion. Acta Mechanica Solida Sinica, 2008, 21 (3), 278-282. (SCI/EI)
[9] Xu S. P., Gao Y. and Wang W.. Completeness of general solutions for three-dimensional transversely isotropic piezoelectricity. International Journal of Solids and Structures,2008, 45 (18-19), 5118-5126. (SCI/EI)
2007
[1] Gao Y., Wang M. Z. and Zhao B. S.. The refined theory of rectangular curved beams. Acta Mechanica, 2007, 189 (3-4), 141-150. (SCI/EI)
[2] Gao Y., Xu B. X. and Zhao B. S.. The refined theory of beams for a transversely isotropic body. Acta Mechanica, 2007, 191 (1-2), 109-122. (SCI/EI)
[3] Gao Y., Xu B. X. and Zhao B. S.. The decomposed form of magnetoelastic beams with free faces. Acta Mechanica, 2007, 192 (1-4), 235-242. (SCI/EI)
[4] Gao Y., Zhao Y. T. and Zhao B. S.. Boundary value problems of holomorphic vector functions in 1D QCs. Physica B, 2007, 394, 56-61. (SCI)
[5] Gao Y. and Zhao B. S.. A note on the nonuniqueness of the Boussinesq-Galerkin solution in elastic theory.International Journal of Solids and Structures,2007, 44 (5), 1685-1689. (SCI/EI)
[6] Gao Y., Xu S. P. and Zhao B. S.. Boundary conditions for plate bending in one-dimensional hexagonal quasicrystals. Journal of Elasticity, 2007, 86 (3), 221-233. (SCI/EI)
[7] Gao Y. and Wang M. Z.. The equivalence of the refined theory and the decomposed theorem of rectangular beams. Applied Mathematical Modelling, 2007, 31 (3), 551-563. (SCI/EI)
[8] Gao Y. and Zhao B. S.. The refined theory of thermoelastic rectangular plates. Journal of Thermal Stresses, 2007, 30 (5), 505-520. (SCI/EI)
[9] Gao Y. and Zhao B. S.. The refined theory of thermoelastic plane problems. Journal of Thermal Stresses, 2007, 30 (12), 1233-1248. (SCI/EI)
[10] Gao Y., Xu S. P. and Zhao B. S.. Boundary conditions for elastic beam bending. Comptes Rendus Mecanique, 2007,335 (1), 1-6. (SCI) 开卷首篇
[11] Gao Y., Xu S. P. and Zhao B. S.. Stress and mixed boundary conditions for two-dimensional dodecagonal quasi-crystal plates. Pramana-Journal of Physics, 2007, 68 (5), 803-817. (SCI)
[12] Xu S. P., Gao Y. and Wang W.. On the boundary conditions for transversely isotropic piezoelectric plates. Mechanics Research Communications, 2007, 34 (5-6), 480-487. (SCI/EI)
参编著作
[1]Gao Y.. Boundary conditions for beam bending in two-dimensional quasicrystals with crystal rotational symmetry. In: Quasicrystals Types, Systems, and Techniques, Beth E. Puckermann (Ed.), Chapter 8, 175-188. ISBN: 978-1-61761-123-0
[2]Gao Y., Xu B. X. and Zhao B. S.. The exact theories of rectangular beams based on linear elasticity. In: Applied Mathematical Modeling, Ed. Eetu N. Virtanen (Ed.), New York: Nova Publishers, 2008, Chapter 4, 185-220.ISBN: 978-1-60021-975-7
[3]《材料力学学习指导》，主编：付志一，副主编：高阳，2006年2月，中国农业大学出版社。编写：第六章弯曲变形。ISBN: 7-81066-980-X
近五年承担的主要项目
1. Analysis of dislocation, inclusion and crack problems of quasicrystals, 德国洪堡基金 (2009-2011), （主持）
2. 准晶材料的缺陷分析与失效行为研究, 国家自然科学基金项目 (2012~2015), （主持）
3. 准晶弹性力学与精确的梁板理论, 国家自然科学基金项目 (2008~2010), （主持）
4. 准晶弹性力学在精确的梁板理论中的应用, 北京市自然科学基金 (2008~2009), （主持)
5. 准晶材料的缺陷失效分析, 中央高校基本科研业务费专项资金项目 (2011~2012). （主持）

6. 岩土力学研究创新团队, 中国农业大学教育基金(2012-2017). （主持）

7. 高性能准晶合金材料的应用研究, 横向技术开发项目（2012-2013）.（主持）

承担的教学工作
工科类力学基础课程《理论力学》；
工科类力学基础课程《材料力学》；
工程力学研究生课程《连续介质力学》；
工程力学研究生课程《现代力学进展》；
担任工程力学本科生班主任（2005–2009）。