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[1] 吴锋.A hybrid approach for the time domain analysis of linear stochastic structures[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2022,265:71-82
[2] 吴锋.A fast precise integration method for hyperbolic heat conduction problems[J],Applied Mathematics and Mechanics,2022,34(1):1-14
[3] 高强.A fast precise integration method for structural dynamics problems[J],STRUCTURAL ENGINEERING AND MECHANICS,2022,43(1):1-13
[4] 吴锋.A Modified Computational Scheme for the Stochastic Perturbation Finite Element Method[J],Latin American Journal of Solids and Structures,2022,12(13):2480-2505
[5] 张健.A linear complementarity method for the solution of vertical vehicle-track interaction[J],VEHICLE SYSTEM DYNAMICS,2022,56(2):281-296
[6] 吴锋.A modified stochastic perturbation method for stochastic hyperbolic heat conduction problems[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2022,305:739-758
[7] 高强.An efficient algorithm for computing the dynamic responses of one-dimensional periodic structures [J],COMPUTATIONAL MECHANICS,2022,52(3):525-534
[8] 张晶.A new method for calculating wheel-rail normal contact[A],9th International Conference on Contact Mechanics and Wear of Rail/Wheel Systems, CM 2012,2022,758-763
[9] 吴锋.A shallow water equation based on displacement and pressure and its numerical solution[J],ENVIRONMENTAL FLUID MECHANICS,2022,17(6):1099-1126
[10] 吴锋.A shallow water equation based on displacement and pressure and the Zu-class symplectic method[A],7th European Congress on Computational Methods in Applied Sciences and Engineering, ECCOMAS Congress 2016,2022,4:7014-7028
[11] 吴锋.Constrained Hamilton variational principle for shallow water problems and Zu-class symplectic algo[J],Applied Mathematics and Mechanics,2022,37(1):1-14
[12] 吴锋.Sherman-Morrison-Woodbury Formula for Linear Integrodifferential Equations[J],MATHEMATICAL PROBLEMS IN ENGINEERING,2022,2016
[13] 吴锋.On displacement shallow water wave equation and symplectic solution[J],COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING,2022,318:431-455
[14] 吴锋.内机械激波——海洋激流的一种解释[J],应用数学和力学,2022,40(8):823-839
[15] 吴锋.刚-柔体动力学方程的保辛摄动迭代法[J],应用数学和力学,2014,4:341-352
[16] 李秀梅.结构动力微分方程的一种高精度摄动解[J],工程力学,2013,30(5):8-12
[17] 钟万勰.自主CAE-多体动力学基础算法及其软件研发[A],第十五届全国非线性振动暨第十二届全国非线性动力学和运动稳定性学术会议,2015,1
[18] 吴锋.转子动力学横向振动基本方程[J],应用数学和力学,2015,36(10):1011-1018
[19] 吴锋.关于《保辛水波动力学》的一个注记[J],应用数学和力学,2019,40(01):1-7
[20] 高强.周期结构动力响应的高效数值方法[J],力学学报,2011,43(6):1181-1185
[21] 赵悦琳.基于Kriging模型的薯类收割机机架尺寸优化[A],第十六届中国CAE工程分析技术年会,2020
[22] 叶科奇.基于Kriging模型的谷类收割机机架尺寸优化[A],第十六届中国CAE工程分析技术年会,2020
[23] 吴锋.基于位移法浅水波理论波浪破碎数值模拟[A],第三十届全国水动力学研讨会暨第十五届全国水动力学学术会议,2019
[24] 吴锋.基于祖冲之类方法具有保辛性[J],计算力学学报,2022,4:447-450
[25] 吴锋.基于祖冲之类方法的多体动力学方程保能量保约束积分[J],计算机辅助工程,2022,23(1):64-68,75
[26] 吴锋.基于辛理论的Timoshenko梁波散射分析[J],应用数学和力学,2022,34(12):1225-1235
[27] 吴锋.基于辛理论的铁木辛柯梁波散射分析[J],应用数学和力学,2022,34(12):1225-1235
[28] 高强.大规模动力系统改进的快速精细积分方法[J],计算力学学报,2022,28(4):493-498
[29] 吴锋.对称结构分析的一种新的群论方法[J],计算机辅助工程,2022,27(4):1-6,21
[30] 吴锋.平面不可压缩材料的界带有限元方法[A],第十届中国CAE工程分析技术年会,2022,2
[31] 李秀梅.广义特征值问题求解的改进Ritz向量法[J],振动与冲击,2022,7:19-23
[32] 吴锋.广义特征值问题的快速傅里叶变换法[J],振动与冲击,2022,22:67-71,77
[33] 吴锋.快速计算随机声子晶体的局部化因子[A],第十一届全国随机振动理论与应用学术会议,2022,1-8
[34] 叶科奇.基于Kriging模型的谷类收割机机架尺寸优化[A],2021
[35] 钟万勰.保辛水波动力学[J],应用数学和力学,2018,39(8):855-874
[36] 赵悦琳.基于Kriging模型的薯类收割机机架尺寸优化[A],2021
[37] 吴锋.扩展位移浅水方程的孤立波解[A],第二十九届全国水动力学研讨会,2022,8
[38] 吴锋.无网格模型的子结构分析[J],计算力学学报,2022,3:319-324
[39] 吴锋.有限长周期结构的密集特征值[J],应用数学和力学,2022,34(11):1119-1129
[40] 吴锋.椭圆余弦波的位移法分析[J],计算机辅助工程,2022,27(2):1-5
[41] 吴锋.水波位移法中正定势能的影响[A],第十二届中国CAE工程分析技术年会优秀论文优秀奖,2022
[42] 吴锋.水波位移法中正定势能的影响[J],计算机辅助工程,2022,6:1-6
[43] 吴锋.水波的界带有限元[J],应用数学和力学,2022,12:1219-1227
[44] 宗智.海洋立管涡激损伤分析的虚拟激励法概述[J],应用数学和力学,2022,1:60-66
[45] 吴锋.浅水动边界问题的位移法模拟[J],计算机辅助工程,2022,2:5-13
[46] 钟万勰.浅水机械激波[J],应用数学和力学,2022,38(8):845-852
[47] 吴锋.浅水问题的约束Hamilton变分原理及祖冲之类保辛算法[J],应用数学和力学,2022,1:1-13
[48] 吴锋.Displacement method for shallow water waves with moving boundaries[A],2nd Conference of Global Chinese Scholars on Hydrodynamics (CCSH '2016),2022,83-88
[49] 吴锋.Expectation-based approach for one-dimensional randomly disordered phononic crystals[J],PHYSICS LETTERS A,2022,378(16-17):1043-1048
[50] 高强.Exact solutions for dynamic response of a periodic spring and mass structure[J],JOURNAL OF SOUND AND VIBRATION,2022,331(5):1183-1190
[51] 吴锋.Fast precise integration method for hyperbolic heat conduction problems[J],Applied Mathematics and Mechanics,2022,34(7):791-800
[52] 吴锋.Fully nonlinear (2+1)-dimensional displacement shallow water wave equation[J],Chinese Physics B,2022,26(5)
[53] 吴锋.FPU方程的多尺度保辛摄动平均积分[A],2014年中国计算力学大会,2022,1-1
[54] 吴锋.FPU 方程的多尺度保辛摄动积分[J],计算力学学报,2022,5:587-594
[55] 吴锋.High-performance computing of large sparse matrix exponential[A],The 4th Int’l Symposium on Computational and Applied Mathematics,2022
[56] 吴锋.Two improved displacement shallow water equations and their solitary wave solutions[J],ENVIRONMENTAL FLUID MECHANICS,2022,20(1):5-18
[57] 吴锋.不平水底浅水波问题的位移法[J],水动力学研究与进展A辑,2022,5:549-555
[58] 吴锋.不可压缩材料分析的界带有限元[J],应用数学和力学,2022,34(1):1-9
[59] 吴锋.位移浅水内孤立波[J],计算力学学报,2022,36(3):297-303
[60] 吴锋,姚征,孙雁,钟万勰.位移浅水内孤立波[J],计算力学学报,2019,36(3):297-303
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