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个人简介

2006.92012.7 大连理工大学力学(动力学与控制)博士 2002.92006.7 大连理工大学工程力学学士

研究领域

运载装备系统动力学与控制 连续型机器人动力学与控制 多体动力学建模与方法研究 数字孪生系统的软硬件研发

近期论文

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[1]Peng, Haijun,Song, Ningning,Kan, Ziyun.A novel nonsmooth dynamics method for multibody systems with friction and impact based on the s...[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2020,121(7):1530-1557 [2]Zhang, Jie,Peng, Haijun,Zhou, Wenya,Yang, Jinzhao,Wu, Zhigang.Dynamic modeling and verification of continuum robot based on cable drive[A],2019,262-267 [3]刘洁,韩维,徐卫国,刘纯,袁培龙,陈志刚,彭海军.基于滚动时域的舰载机甲板运动轨迹跟踪最优控制[J],航空学报,2019,40(8):175-200 [4]E, Zhibo,Jiang, Fanghua,Peng, Haijun,Li, Junfeng.OPTIMIZATION OF LOW-THRUST MULTI-REVOLUTION TRANSFERS BY SYMPLECTIC ALGORITHM[A],2018,165:1435-1450 [5]李飞,张盛,彭海军,陈飙松.考虑局部非线性结构振动的模型预测控制[J],计算力学学报,2018,35(5):582-588 [6]吴锋,李昱葶,彭海军.对称结构分析的一种新的群论方法[J],计算机辅助工程,2018,27(4):1-6,21 [7]Peng, Haijun,Chen, Yuzhen,Li, Erfang,Zhang, Sheng,Chen, Biaosong.Explicit expression-based practical model predictive control implementation for large-scale str...[J],JOURNAL OF VIBRATION AND CONTROL,2018,24(12):2605-2620 [8]Wang, Xinwei,Peng, Haijun,Zhang, Sheng,Chen, Biaosong,Zhong, Wanxie.A symplectic local pseudospectral method for solving nonlinear state-delayed optimal control pr...[J],INTERNATIONAL JOURNAL OF ROBUST AND NONLINEAR CONTROL,2018,28(6):2097-2120 [9]Kan, Ziyun,Peng, Haijun,Chen, Biaoshong,Zhong, Wanxie.Nonlinear dynamic and deployment analysis of clustered tensegrity structures using a positional...[J],COMPOSITE STRUCTURES,2018,187:241-258 [10]Kan, Ziyun,Peng, Haijun,Chen, Biaoshong,Zhong, Wanxie.A sliding cable element of multibody dynamics with application to nonlinear dynamic deployment ...[J],INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES,2018,130:61-79 [11]Tan, Shu-Jun,Zhou, Wen-Ya,Peng, Hai-Jun,Wu, Zhi-Gang.A novel extended precise integration method based on Fourier series expansion for periodic Ricc...[J],OPTIMAL CONTROL APPLICATIONS & METHODS,2017,38(6):896-907 [12]Li, Chao,Chen, Biaosong,Peng, Haijun,Zhang, Sheng.Sparse regression Chebyshev polynomial interval method for nonlinear dynamic systems under unce...[J],APPLIED MATHEMATICAL MODELLING,2017,51:505-525 [13]Peng, Haijun,Li, Chao.Bound Evaluation for Spacecraft Swarm on Libration Orbits with an Uncertain Boundary[J],JOURNAL OF GUIDANCE CONTROL AND DYNAMICS,2017,40(10):2690-2698 [14]阚子云,彭海军,陈飙松.考虑弹簧阻尼作动器解析雅可比矩阵的多刚体动力学分析[J],力学学报,2017,49(5):1103-1114 [15]阚子云,彭海军,陈飙松.考虑弹簧阻尼作动器解析雅可比矩阵的多体动力学分析[A],2017,1 [16]Peng, Haijun,Li, Fei,Zhang, Sheng,Chen, Biaosong.A novel fast model predictive control with actuator saturation for large-scale structures[J],COMPUTERS & STRUCTURES,2017,187:35-49 [17]Chen, Yuzhen,Zhang, Sheng,Peng, Haijun,Chen, Biaosong,Zhang, Hongwu.A novel fast model predictive control for large-scale structures[J],JOURNAL OF VIBRATION AND CONTROL,2017,23(13):2190-2205 [18]Peng, Haijun,Wang, Xinwei,Chen, Biaosong,Zhang, Sheng.An iterative symplectic pseudospectral method to solve nonlinear state-delayed optimal control ...[J],COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION,2017,48:95-114 [19]Wang, Xinwei,Peng, Haijun,Zhang, Sheng,Chen, Biaosong,Zhong, Wanxie.A symplectic pseudospectral method for nonlinear optimal control problems with inequality const...[J],ISA TRANSACTIONS,2017,68:335-352 [20]Wang, Wei,Peng, Haijun.A fast multi-objective optimization design method for emergency libration point orbits transfer...[J],AEROSPACE SCIENCE AND TECHNOLOGY,2017,63:152-166 [21]Peng, Haijun,Wang, Xinwei,Li, Mingwu,Chen, Biaosong.An hp symplectic pseudospectral method for nonlinear optimal control[J],COMMUNICATIONS IN NONLINEAR SCIENCE AND NUMERICAL SIMULATION,2017,42:623-644 [22]Peng, Haijun,Tan, Shujun,Gao, Qiang,Wu, Zhigang.Symplectic method based on generating function for receding horizon control of linear time-vary...[J],EUROPEAN JOURNAL OF CONTROL,2017,33:24-34 [23]Tan, Shu-Jun,Peng, Hai-Jun,Zhou, Wen-Ya,Wu, Zhi-Gang.A novel extended precise integration method based on Fourier series expansion for the H-2-norm ...[J],INTERNATIONAL JOURNAL OF CONTROL,2016,89(10):2083-2095 [24]Peng, Haijun,Wang, Wei.Adaptive surrogate model based multi-objective transfer trajectory optimization between differe...[J],ADVANCES IN SPACE RESEARCH,2016,58(7):1331-1347 [25]Wu, Shunan,Peng, Haijun,Wu, Zhigang,Radice, Gianmarco,Zhang, Kaiming.Robust optimal sun-pointing control of a large solar power satellite[J],ACTA ASTRONAUTICA,2016,127:226-234 [26]寻广彬,吴志刚,彭海军,穆瑞楠,邬树楠.大型索网天线机电耦合动力学建模与主动变形控制[J],计算力学学报,2016,33(4):570-575 [27]寻广彬,彭海军,邬树楠,吴志刚.非线性最小二乘跟踪的对偶变量变分方法[J],力学学报,2016,48(5):1202-1207 [28]彭海军,李飞,高强,陈飙松,吴志刚,钟万勰.多体系统轨迹跟踪的瞬时最优控制保辛方法[J],力学学报,2016,48(4):784-791 [29]彭海军,吴志刚,钟万勰.面向深空探测的计算最优控制辛数学方法[A],2016,31-32 [30]Li, Mingwu,Peng, Haijun.Solutions of nonlinear constrained optimal control problems using quasilinearization and variat...[J],ISA TRANSACTIONS,2016,62(,SI):177-192 [31]Li, Mingwu,Peng, Haijun,Zhong, Wanxie.Optimal control of loose spacecraft formations near libration points with collision avoidance[J],NONLINEAR DYNAMICS,2016,83(4):2241-2261 [32]彭海军.Adaptive Surrogate Model Based Fast Path Planning for Spacecraft Formation Reconfiguration on Lib...[J],Aerospace Science and Technology,2016,54(1):151-163 [33]彭海军.计算最优控制的辛数学方法及应用研究进展[A],2016 [34]彭海军.A Novel Fast Model Predictive Control with Actuator Saturation for Large-Scale Structures[A],2016 [35]彭海军,谭述君,李云鹏,陈飙松.An Improved Time-varying Controller based on Parameter Optimization for Libration-Point Orbit Mai...[J],ASCE Journal of Aerospace Engineering,2016,29(1):1-13 [36]Yang, Chunfeng,Peng, Haijun,Tan, Shujun,Li, Yunpeng,Chen, Biaosong.Improved Time-Varying Controller Based on Parameter Optimization for Libration-Point Orbit Main...[J],JOURNAL OF AEROSPACE ENGINEERING,2016,29(1) [37]Peng, Haijun,Jiang, Xin.Nonlinear receding horizon guidance for spacecraft formation reconfiguration on libration point...[J],ISA TRANSACTIONS,2016,60:38-52 [38]吴志刚,杨今朝,彭海军,张朔.轨道预报的一种乘法保辛摄动方法[J],中国科学. 技术科学,2016,46(12):1232-1241 [39]阚子云,彭海军,陈飙松,钟万勰.开放式多体系统动力学仿真算法软件研发(II)DAEs 求解算法对比[J],计算力学学报,2015,32(6):707-715,721 [40]Li, Mingwu,Peng, Haijun,Wu, Zhigang.Symplectic Irregular Interpolation Algorithms for Optimal Control Problems[J],INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,2015,12(6)

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