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[1]王恒,孙铁志,路中磊,张桂勇,宗智.球体入水空泡演变和运动特性影响试验研究[J],爆炸与冲击,2019,39(12):88-96
[2]Zhang, Guiyong,Huang, Huakun,Sun, Tiezhi,Li, Ning,Zhou, Bo,Sun, Zhe.Analysis of the performance of a new developed shear stress transport model in a turbulent impinging jet flow[J],PHYSICS OF FLUIDS,2019,31(11)
[3]Zhang, Guiyong,Hui, Da,Li, Da,Zou, Li,Jiang, Shengchao,Zong, Zhi.A New TVD Scheme for Gradient Smoothing Method Using Unstructured Grids[J],INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,2020,17(3)
[4]Tang, Qian,Wei, Kexiang,Zhang, Guiyong,Sun, Xiaogang.A Fully Automatic h-Adaptive Analysis Procedure Using the Edge-Based Smoothed Point Interpolation Method[J],INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,2020,17(2)
[5]Jiang, Sheng-Chao,Sun, Zhe,Feng, Aichun,Zhang, Gui-Yong.On hydrodynamic behavior of fluid resonance in moonpool and its suppression by using various convex appendages[J],OCEAN ENGINEERING,2019,192
[6]黄华坤,张桂勇,孙铁志,宗智.基于一方程转捩模型的狭缝冲击射流传热数值模拟[J],中国舰船研究,2019,14(2):144-149
[7]Xu, Youyun,Zhang, Guiyong,Zhou, Bo,Wang, Haiying,Tang, Qian.Analysis of acoustic radiation problems using the cell-based smoothed radial point interpolation method with Dirichlet-to-Neumann boundary condition[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2019,108:447-458
[8]黄华坤,孙铁志,尤天庆,张桂勇,回达,宗智.考虑转捩的SST模型在冲击射流传热中的应用[J],西安交通大学学报,2019,53(5):92-99
[9]孙哲,尹恒辉,张桂勇,宗智.基于改进MPS方法的三维时域水弹性计算模型[J],船舶力学,2019,23(8):948-956
[10]陈泽聪,陈毓珍,何智成,张桂勇,王海英.应用混合单元基光滑点插值法的声固耦合分析[J],振动与冲击,2019,38(8):238-245
[11]Hou, Zhao,Sun, Tiezhi,Quan, Xiaobo,Zhang, Guiyong,Sun, Zhe,Zong, Zhi.Large eddy simulation and experimental investigation on the cavity dynamics and vortex evolution for oblique water entry of a cylinder[J],APPLIED OCEAN RESEARCH,2018,81:76-92
[12]Zhang, Guiyong,Wang, Yaomei,Jiang, Yong,Jiang, Yichen,Zong, Zhi.A Combination of Singular Cell-Based Smoothed Radial Point Interpolation Method and FEM in Solving Fracture Problem[J],INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,2018,15(8)
[13]Wang, Shuangqiang,Cai, Yunan,Zhang, Guiyong,Quan, Xiaobo,Lu, Jianhua,Li, Sheng.A coupled immersed boundary-lattice Boltzmann method with smoothed point interpolation method for fluid-structure interaction problems[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN FLUIDS,2018,88(8):363-384
[14]Huang, Huakun,Sun, Tiezhi,Zhang, Guiyong,Sun, Lei,Zong, Zhi.Modeling and computation of turbulent slot jet impingement heat transfer using RANS method with special emphasis on the developed SST turbulence model[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2018,126:589-602
[15]张桂勇,陶东松,陈泽聪,陈毓珍.结合虚拟点的单元基光滑点插值法在结构动力学分析中的应用[J],西安交通大学学报,2018,52(11):142-149
[16]张桂勇,鲁欢,王海英,于大鹏,孙铁志.基于点基局部光滑点插值法的结构动力分析[J],振动与冲击,2018,37(17):241-248
[17]Hui, Da,Zhang, Guiyong,Yao, Jianyao,Zhang, A-Man,Wang, Shuangqiang,Zong, Zhi.Numerical simulation of flow past a bluff body of two different shapes using gradient smoothing method with unstructured grids[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2018,94:34-43
[18]Zhang, Guiyong,Wang, Shuangqiang,Lu, Huan,Zhang, Zhiqian,Zong, Zhi.Coupling immersed method with node-based partly smoothed point interpolation method (NPS-PIM) for large-displacement fluid-structure interaction problems[J],OCEAN ENGINEERING,2018,157:180-201
[19]Zhang, Guiyong,Lu, Huan,Yu, Dapeng,Bao, Zhenming,Wang, Haiying.A node-based partly smoothed point interpolation method (NPS-PIM) for dynamic analysis of solids[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2018,87:165-172
[20]Hui, D.,Zhang, G. Y.,Yu, D. P.,Sun, Z.,Zong, Z..Numerical study of advection schemes for interface-capturing using gradient smoothing method[J],NUMERICAL HEAT TRANSFER PART B-FUNDAMENTALS,2018,73(4):242-261
[21]唐谦,Wei KX,张桂勇,Sun XG.A fully automatic h-adaptive analysis procedure using the edge-based smoothed point interpolation method[J],International Journal of Computational methods,2018,15(7):1845001-
[22]杨碧野,张桂勇,黄志刚,孙哲,宗智.Numerical simulation of the ice resistance in pack ice conditions[J],International Journal of Computational methods,2018,15(1):1844005-
[23]王双强,蔡育楠,张桂勇,权晓波,鲁建华,黎胜.A coupled immersed boundary-lattice Boltzmann method [J],A coupled immersed boundary-lattice Boltzmann method,2018,88(8):363-384
[24]张桂勇,陶东松,陈泽聪,陈毓珍.结合虚拟点的单元基光滑点插值法在结构动力分析中的应用[J],结合虚拟点的单元基光滑点插值法在结构动力分析中的应用,2018,52(11):142-149
[25]张桂勇,邹丽,姜胜超,宗智.A New TVD Scheme for Gradient Smoothing Method Using Unstructured Grids[J],International Journal of Computational Methods,2018,15(6)
[26]侯昭,孙铁志,张桂勇,宗智.回转体倾斜入水空泡试验及六自由度数值计算研究[J],宇航总体技术,2017,04:38-45
[27]王海英,张桂勇.芯层可压缩的夹层梁动态刚度矩阵研究[J],船舶力学,2017,21(11):1383-1392
[28]Wang, Shuangqiang,Zhang, Guiyong,Zhang, Zhiqian,Hui, Da,Zong, Zhi.An immersed smoothed point interpolation method (IS-PIM) for fluid-structure interaction problems[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN FLUIDS,2017,85(4):213-234
[29]回达,王双强,张桂勇,于大鹏,宗智.非结构网格下基于梯度光滑法的改进TVD格式[J],浙江大学学报(工学版),2017,51(5):1032-1043
[30]Li, Eric,He, Z. C.,Tang, Qian,Zhang, G. Y..Large time steps in the explicit formulation of transient heat transfer[J],INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,2017,108:2040-2052
[31]Lu, Huan,Yu, Dapeng,Zhang, Guiyong,Liu, Yijun,Wang, Haiying.应用点基局部光滑点插值法的固有频率上下界计算[J],西安交通大学学报,2017,51(5):165-172
[32]Liu, Yijun,Zhang, Guiyong,Lu, Huan,Zong, Zhi.A cell-based smoothed point interpolation method (CS-PIM) for 2D thermoelastic problems[J],INTERNATIONAL JOURNAL OF NUMERICAL METHODS FOR HEAT & FLUID FLOW,2017,27(6):1249-1265
[33]Zhang, Guiyong,Li, Yong,Wang, Haiying,Zong, Zhi.A linear complementarity formulation of meshfree method for elastoplastic analysis of gradient-dependent plasticity[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2016,73:1-13
[34]刘宜军,鲁欢,张桂勇,宗智.采用单元基光滑点插值法的高温管道热应力分析[J],浙江大学学报（工学版）,2016,50(11):2113-2119
[35]王双强,张桂勇,冯松,宗智,邹丽.基于边界元法的二维结构物出水的数值模拟[J],大连海事大学学报,2016,42(4):26-32
[36]Li, Eric,He, Z. C.,Xu, Xu,Zhang, G. Y.,Jiang, Yong.A faster and accurate explicit algorithm for quasi-harmonic dynamic problems[J],INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING,2016,108(8):839-864
[37]Yuan, Z. B.,Nie, Y. F.,Liu, F.,Turner, I.,Zhang, G. Y.,Gu, Y. T..An advanced numerical modeling for Riesz space fractional advection-dispersion equations by a meshfree approach[J],APPLIED MATHEMATICAL MODELLING,2016,40(17-18,SI):7816-7829
[38]张桂勇,宗智.A cell-based smoothed point interpolation method (CS-PIM) for 2D thermoelastic problems[J],International Journal of Numerical Methods for Heat and Fluid Flow,2016,12(4):1540011-1540011
[39]Zhan, Haifei,Zhang, Guiyong,Bell, John M.,Gu, Yuantong.Graphene with Patterned Fluorination: Morphology Modulation and Implications[J],JOURNAL OF PHYSICAL CHEMISTRY C,2015,119(49):27562-27568
[40]He, Z. C.,Zhang, G. Y.,Deng, L.,Li, Eric,Liu, G. R..Topology Optimization Using Node-Based Smoothed Finite Element Method[J],INTERNATIONAL JOURNAL OF APPLIED MECHANICS,2015,7(6)
[41]He, Zhicheng,Li, Guangyao,Zhang, Guiyong,Liu, Gui-Rong,Gu, Yuantong,Li, Eric.Acoustic analysis using a mass-redistributed smoothed finite element method with quadrilateral mesh[J],ENGINEERING COMPUTATIONS,2015,32(8):2292-2317
[42]Zong, Zhi,Wang, Jia-xia,Zhou, Li,Zhang, Gui-yong.Fully nonlinear 3D interaction of bubble dynamics and a submerged or floating structure[J],APPLIED OCEAN RESEARCH,2015,53:236-249
[43]Zhan, Haifei,Zhang, Guiyong,Zhang, Baocheng,Bell, John M.,Gu, Yuantong.Tuning the resonance properties of 2D carbon nanotube networks towards a mechanical resonator[J],NANOTECHNOLOGY,2015,26(31)
[44]Liu, Jun,Zhang, Zhi-Qian,Zhang, Guiyong.A Smoothed Finite Element Method (S-FEM) for Large-Deformation Elastoplastic Analysis[J],5th Asia Pacific Congress on Computational Mechanics (APCOM),2015,12(4,SI)
[45]Zhang, G. Y.,Li, Y.,Gao, X. X.,Hui, D.,Wang, S. Q.,Zong, Z..Smoothed Point Interpolation Method for Elastoplastic Analysis[J],5th Asia Pacific Congress on Computational Mechanics (APCOM),2015,12(4,SI)
[46]何智成,陈少伟,李光耀,张桂勇.基于面光滑有限元的复杂三维结构拓扑优化[J],中国机械工程,2015,26(7):864-870
[47]邹丽,宗智,王振,张桂勇,高南.基于大类平台课程流体力学视频课程建设的创新研究[J],课程教育研究,2015,3:85-85
[48]张桂勇.A three-dimensional nonlinear meshfree algorithm for simulating mechanical responses of soft tissue[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2014,42:60-66
[49]Li, Y.,Zhang, G. Y.,Liu, G. R.,Huang, Y. N.,Zong, Z..A contact analysis approach based on linear complementarity formulation using smoothed finite element methods[J],ENGINEERING ANALYSIS WITH BOUNDARY ELEMENTS,2013,37(10):1244-1258
[50]Liu, G. R.,Zhang, G. Y.,Zong, Z.,Li, M..MESHFREE CELL-BASED SMOOTHED ALPHA RADIAL POINT INTERPOLATION METHOD (CS-alpha RPIM) FOR SOLID MECHANICS PROBLEMS[J],INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODS,2013,10(4)
[51]张桂勇.An edge-based smoothed tetrahedron finite element method (ES-T-FEM) for 3D static and dynamic problems[J],Computational Mechanics,2013,52(1):221-236
[52]张桂勇.An improved modal analysis for three-dimensional problems using face-based smoothed finite element method[J],ACTA MECHANICA SOLIDA SINICA,2013,26(2):140-150
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