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力学（可授工学、理学学位）
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土木工程
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结构工程 "}],"GH
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姚善龙
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工学博士
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yaoshanlong@gxu.edu.cn
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广西南宁市大学东路100号
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硕士研究生导师
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土木建筑工程学院
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姚善龙，男，博士，助理教授，硕士生导师。2020年7月，获合肥工业大学工程力学专业博士学位，同年进入广西大学土木建筑工程学院工作。2018年10月-2020年6月，在意大利帕多瓦大学进行博士联合培养。主要从事工程结构的强度与断裂研究。目前在International Journal of Mechanical Sciences、Theoretical and Applied Fracture Mechanics、Fatigue & Fracture of Engineering Materials & Structures等国内外期刊上发表学术论文10余篇。
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工程结构的强度与断裂研究
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[1] S.L. Yao, M. Zappalorto, C.Z. Cheng, Z.R. Niu and J.C. Li. Determination of high order fields for multi anisotropic materials antiplane V-notches and inclusion by the asymptotic expansion technique and an over-deterministic method [J]. Fatigue & Fracture of Engineering Materials & Structures, 2020, 43:1384-1398. (中科院二区, IF: 2.555)[2] S.L. Yao, M. Zappalorto, W. Pan, C.Z. Cheng and Z.R. Niu. Two dimensional displacement and stress fields for tri-material V-notches and sharp inclusions in anisotropic plates [J]. European Journal of Mechanics / A Solids, 2020, 80: 103927. (中科院二区, IF: 2.931)[3] S.L. Yao, C.Z. Cheng, Y.Y. Yang, J.C. Li and Z.R. Niu. Singularity evaluation for single material and bi-material propagating V-notches [J]. Engineering Fracture Mechanics, 2019, 209: 79-91. (中科院二区, IF: 2.908)[4] S.L. Yao, C.Z. Cheng, Z.R. Niu and Z.J. Hu. Evaluation of notch stress intensity factors by the asymptotic expansion technique coupled with the finite element method [J]. Applied Mathematical Modelling, 2018, 61: 682-692. (中科院二区, Top, IF: 2.841)[5] S.L. Yao, C.Z. Cheng, Z.J. Hu and Z.R. Niu. Investigation of singularity orders and eigenangular functions for V-notches in radially inhomogeneous materials [J]. Mechanics of Advanced Materials and Structures, 2018, 25(4): 295-303. (中科院三区, IF: 2.873)[6] S.L. Yao, C.Z. Cheng, Z.R. Niu and N. Recho. Singularity analysis for 2D and 3D thermoelastic media containing V-notches [J]. Journal of Thermal Stresses, 2016, 39(11): 1356-1366. (中科院二区, IF: 2.943)[7] 姚善龙， 程长征， 牛忠荣. 正交各向异性材料切口尖端热弹奇性特征分析[J]. 计算物理, 2016, 33(4): 419-426.[8] C.Z. Cheng, S.L. Yao, J.L. Sun and Z.R. Niu. Singularity characteristic analysis for a V-notch in angularly heterogeneous moderately thick plate [J]. International Journal of Mechanical Sciences, 2016, 115-116: 215-225. (中科院二区, IF: 4.134)[9] C.Z. Cheng, S.L. Yao, Z.L. Han, N. Recho and Z.R. Niu. Evaluation of the singularity exponents and characteristic angular functions for piezoelectric V-notches under in plane and out of plane conditions [J]. Theoretical and Applied Fracture Mechanics, 2015.76: 50-59. (中科院二区, IF: 2.848)[10] Z.L. Han, C.Z. Cheng, S.L. Yao and Z.R. Niu. Determination of stress intensity factors of V-notch structures by characteristic analysis coupled with isogeometric boundary element method. Engineering Fracture Mechanics, 2019, 222: 106717. (中科院二区, IF: 2.908)[11] C.Z. Cheng, S.Y. Ge, S.L. Yao and Z.R. Niu. Thermal stress singularity analysis for V-notches by natural boundary element method [J]. Applied Mathematical Modelling, 2016, 40: 8552-8563. (中科院二区, Top, IF: 2.841)[12] C.Z. Cheng, S.Y. Ge, S.L. Yao, Z.R. Niu and N. Recho. Singularity analysis for a V-notch with angularly inhomogeneous elastic properties [J]. International Journal of Solids and Structures, 2016, 78-79: 138-148. (中科院二区, IF: 2.787)[13] C.Z. Cheng, Z.L. Han, S.L. Yao, Z.R. Niu and N. Recho. Analysis of heat flux singularity at 2D notch tip by singularity analysis method combined with boundary element technique [J]. Engineering Analysis with Boundary Elements. 2014, 46: 1-9. (中科院三区, IF: 2.243)[14] C.Z. Cheng, H.L. Dou, Z.Y. Gao, S.L. Yao, D.P. Wang and Z.R. Niu. Electric and elastic singularity eigenanalysis of the V-notch in a piezoelectric Reissner plate [J]. IOP Conference Series: Materials Science and Engineering 2019, 474(1): 012029.[15] Y.Y. Yang, Y.F. Huang, W. Pan, S.L. Yao and C.Z. Cheng. Singularity characteristic analysis for anti-plane accelerated propagating V-notches [J]. Engineering Fracture Mechanics 2019, 219: 106620. (中科院二区, IF: 2.908)
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