郝鹏

基本信息Personal Information

副教授

硕士生导师

任职 : 工业装备结构分析国家重点实验室主任助理

性别:男

毕业院校:大连理工大学

学位:博士

在职信息:在职

所在单位:工程力学系

学科:工程力学 航空航天力学与工程 固体力学

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Dr. Peng Hao is an Associate Professor of Dalian University of Technology. He is currently ISSMO member and AIAA professional member. Dr. Hao was awarded "Outstanding Young Scientist" in the 7th China-Japan-Korea Joint Symposium on Optimization of Structural and Mechanical Systems. He has published over 30 peer-reviewed articles indexed by SCI/EI, and was authorized two national invention patents.

Research Interests:

Reliability analysis

Buckling and instability

Structural optimization

Imperfection sensitivity

Composite structures

Finite element analysis (isogeometric analysis)


30 representative journal papers indexed by SCI:

Hao P, Wang B, Li G. Surrogate-based optimum design for stiffened shells with adaptive sampling. AIAA Journal, 50(11): 2389-2407, 2012. 

Hao P, Wang B, Li G, et al. Hybrid framework for reliability-based design optimization of imperfect stiffened shells. AIAA Journal, 53(10): 2878-2889, 2015. 

Hao P, Wang B, Tian K, et al. Efficient optimization of cylindrical stiffened shells with reinforced cutouts by curvilinear stiffeners. AIAA Journal, 54(1): 1350-1363, 2016.  

Hao P, Wang YT, Liu C, et al. A novel non-probabilistic reliability-based design optimization algorithm using enhanced chaos control method. Computer Methods in Applied Mechanics and Engineering, 318: 572-593, 2017.

Hao P, Wang YT, Liu XX, et al. An efficient adaptive-loop method for non-probabilistic reliability-based design optimization. Computer Methods in Applied Mechanics and Engineering, 324: 689-711, 2017.

Hao P, Wang B, Du KF, et al. Imperfection-insensitive design of stiffened conical shells based on perturbation load approach. Composite Structures, 136: 405-413, 2016.

Hao P, Yuan XJ, Liu HL, et al. Isogeometric Buckling Analysis of Composite Variable-Stiffness Panels. Composite Structures, 165: 192-208, 2017.

Hao P, Liu C, Yuan XJ, et al. Buckling optimization of variable-stiffness composite panels based on flow field function. Composite Structures, 2017.

Hao P, Wang B, Li G, et al. Surrogate-based optimization of stiffened shells including load-carrying capacity and imperfection sensitivity. Thin-Walled Structures, 72(15): 164-174, 2013.

Hao P, Wang B, Li G, et al. Hybrid optimization of hierarchical stiffened shells based on smeared stiffener method and finite element method. Thin-Walled Structures, 82: 46-54, 2014. 

Hao P, Wang B, Li G, et al. Worst Multiple Perturbation Load Approach of stiffened shells with and without cutouts for improved knockdown factors. Thin-Walled Structures, 82: 321-330, 2014.

Hao P, Wang B, Tian K, et al. Influence of imperfection distributions for cylindrical stiffened shells with weld lands. Thin-Walled Structures, 93: 177-187, 2015.

Hao P, Wang B, Tian K, et al. Optimization of curvilinearly stiffened panels with single cutout concerning the collapse load. International Journal of Structural Stability and Dynamics, 16(7), 1550036 (21 pages), 2016.

Hao P, Wang B, Tian K, et al. Integrated optimization of hybrid-stiffness stiffened shells based on sub-panel elements. Thin-Walled Structures, 103: 171-182, 2016.

Hao P, Wang B, Tian K, et al. Simultaneous Buckling Design of Stiffened Shells with Multiple Cutouts. Engineering Optimization, 2017.

Hao P, Wang B, Tian K, et al. Fast procedure for non-uniform optimum design of stiffened shells under buckling constraint. Structural and Multidisciplinary Optimization, 2017.

Wang B, Hao P*(corresponding author), Li G, et al. Generatrix shape optimization of stiffened shells for low imperfection sensitivity. Science China, 57(10): 2012-2019, 2014.

Meng Z, Hao P*(corresponding author), Li G, et al. Non-probabilistic reliability-based design optimization of stiffened shells under buckling constraint. Thin-Walled Structures, 94: 325-333, 2015.

Keshtegar B, Hao P*(corresponding author), Wang YT, et al. Optimum design of aircraft panels based on adaptive dynamic harmony search. Thin-Walled Structures, 118: 37-45, 2017.

Wang B, Tian K, Hao P*(corresponding author), et al. Hybrid analysis and optimization of hierarchical stiffened plates based on asymptotic homogenization method. Composite Structures, 132: 136-147, 2015.

Wang B, Tian K, Hao P*(corresponding author), et al. Numerical-based smeared stiffener method for global buckling analysis of grid-stiffened composite cylindrical shells. Composite Structures, 152: 807-815, 2016.

Wang B, Zhu SY, Hao P*(corresponding author), et al. Buckling of Quasi-Perfect Cylindrical Shell under Axial Compression: A Combined Experimental and Numerical Investigation. International Journal of Solids and Structures, 2018.

Li G, Fang YC, Hao P*(corresponding author), et al. Three-point bending deflection and failure mechanism map of sandwich beams with second-order hierarchical corrugated truss core. Journal of Sandwich Structures and Materials, 19(1): 83-107, 2017.

Li G, Li ZK, Hao P*(corresponding author), et al. Failure behavior of hierarchical corrugated sandwich structures with second-order core based on Mindlin plate theory. Journal of Sandwich Structures and Materials, 2017.

Wang B, Du KF, Hao P*(corresponding author), et al. Numerically and experimentally predicted knockdown factors for stiffened shells under axial compression. Thin-Walled Structures, 109: 13-24, 2016.

Li G, Meng Z, Hao P*(corresponding author), et al. A hybrid reliability-based design optimization approach with adaptive chaos control using kriging model. International Journal of Computational Methods, 13(01): 1650006, 2016.

Wang B, Tian K, Zhao HX, Hao P*(corresponding author), et al. Multilevel optimization framework for hierarchical stiffened shells accelerated by adaptive equivalent strategy. Applied Composite Materials, 24(3): 575-592, 2017.

Wang B, Tian K, Zhou CH, Hao P*(corresponding author), et al. Grid-pattern optimization framework of novel hierarchical stiffened shells allowing for imperfection sensitivity. Aerospace Science and Technology, 62: 114-121, 2017.

Keshtegar B, Hao P. A hybrid loop approach using the sufficient descent condition for accurate, robust and efficient reliability-based design optimization. ASME Journal of Mechanical Design, 138(12), 121401, 2016.

Keshtegar B, Hao P. A hybrid self-adjusted mean value method for reliability-based design optimization using sufficient descent condition. Applied Mathematical Modelling, 41: 257-270, 2017.