|
个人信息Personal Information
副教授
博士生导师
硕士生导师
主要任职：Associate Professor
性别：男
毕业院校：大连理工大学
学位：博士
所在单位：力学与航空航天学院
学科：固体力学. 计算力学. 工程力学
办公地点：力学系楼401-1
联系方式：hxf@dlut.edu.cn
电子邮箱：hxf@dlut.edu.cn
扫描关注
- [21]姚伟岸, 胡小飞.关于“哈密顿体系在III型裂纹端部场求解中的应用”的讨论[J],机械强度,2022,34(4):631-632
- [22]付强, Yi SN, Chen BY, Bui TQ, 胡小飞, 姚伟岸.A crack-tip element for modelling arbitrary crack propagations[J],THEORETICAL AND APPLIED FRACTURE MECHANICS,2022,105(1):102422-102422
- [23]Zhang, Peng, 姚伟岸, 胡小飞, Tinh Quoc Bui.3D micromechanical progressive failure simulation for fiber-reinforced composites[J],COMPOSITE STRUCTURES,2022,249
- [24]Fu, Qiang, Yi, Sinan, Chen, Boyang, Tinh Quoc Bui, 胡小飞, 姚伟岸.A crack-tip element for modelling arbitrary crack propagations[J],THEORETICAL AND APPLIED FRACTURE MECHANICS,2022,105
- [25]胡小飞, Tinh Quoc Bui, Wang, Jining, 姚伟岸, Lan Hoang That Ton, Singh, Indra Vir, Tanaka, Satoyuki.A new cohesive crack tip symplectic analytical singular element involving plastic zone length f...[J],EUROPEAN JOURNAL OF MECHANICS A SOLIDS,2022,65:79-90
- [26]胡小飞, Chen, Weihua, Zhang, Peng, Tinh Quoc Bui, 姚伟岸.A new crack-tip singular element for cracks in three-dimensional elastic bodies[J],ENGINEERING FRACTURE MECHANICS,2022,235
- [27]姚伟岸, Zhang, Peng, Gao, Haiyang, 胡小飞.An analytical singular element for the study of cohesive zone model based crack propagation[J],INTERNATIONAL JOURNAL OF FRACTURE,2022,197(2):189-199
- [28]胡小飞, Chen, Weihua, 张鹏, 姚伟岸.An explicit crack-tip element for stationary dynamic cracks[J],THEORETICAL AND APPLIED FRACTURE MECHANICS,2022,112
- [29]张鹏, 姚伟岸, 胡小飞, TQ Bui.An explicit phase field model for progressive tensile failure of composites[J],ENGINEERING FRACTURE MECHANICS,2022,241:107371-107371
- [30]胡小飞, 姚伟岸.A new enriched finite element for fatigue crack growth[J],INTERNATIONAL JOURNAL OF FATIGUE,2022,48:247-256
- [31]姚伟岸, Cai, Zhiyu, 胡小飞.A new symplectic analytical singular element for crack problems under dynamic loading condition[J],ENGINEERING FRACTURE MECHANICS,2022,188:431-447
- [32]姚伟岸, 胡小飞.A novel singular finite element of mixed-mode crack problems with arbitrary crack tractions[J],MECHANICS RESEARCH COMMUNICATIONS,2022,38(3):170-175
- [33]胡小飞, 姚伟岸.A novel singular finite element on mixed-mode bimaterial interfacial cracks with arbitrary crac...[J],INTERNATIONAL JOURNAL OF FRACTURE,2022,172(1):41-52
- [34]姚伟岸, 胡小飞.A Novel Singular Finite Element on Mixed-Mode Dugdale Model Based Crack[J],JOURNAL OF ENGINEERING MATERIALS AND TECHNOLOGY TRANSACTIONS OF THE ASME,2022,134(2)
- [35]胡小飞, Shen, Q. S., Wang, J. N., 姚伟岸, 杨士挺.A novel size independent symplectic analytical singular element for inclined crack terminating ...[J],APPLIED MATHEMATICAL MODELLING,2022,50:361-379
- [36]Zhang, Peng, 胡小飞, 王孝义, 姚伟岸.An iteration scheme for phase field model for cohesive fracture and its implementation in Abaqu...[J],ENGINEERING FRACTURE MECHANICS,2022,204:268-287
- [37]胡小飞, Li, Jiaxi, 张鹏, 姚伟岸.An oblique circular cylinder element for 3D interfacial cracks in composites[J],ENGINEERING FRACTURE MECHANICS,2022,252
- [38]Bui, Tinh Quoc, 胡小飞.A review of phase-field models, fundamentals and their applications to composite laminates[J],ENGINEERING FRACTURE MECHANICS,2022,248
- [39]姚伟岸, Zhang, Zhaojun, 胡小飞.A singular element for reissner plate bending problem with V-shaped notches[J],THEORETICAL AND APPLIED FRACTURE MECHANICS,2022,74:143-156
- [40]姚伟岸, 胡小飞.A singular finite element on the mixed-mode bimaterial interfacial cracks[J],International Journal of Computational Methods in Engineering Science and Mechanics,2022,13(4):219-226