刘焕文 基本信息: 刘焕文，教授，博士 船舶与海洋工程系 电子邮件-Email：liuhuanwen@zjou.edu.cn 通讯地址：浙江省舟山市定海区临城街道海大南路1号，工科楼230 个人教育与工作简历： 1997.03-2000.11：澳大利亚卧龙岗大学(University of Wollongong)，应用数学，哲学博士。 2002.02-2004.01：新加坡国立大学(National University of Singapore)，港口航道与近海工程，研究学者(Research Fellow)。 2004.02-2015.01：广西民族大学，应用数学，教授。 2015.01-2016.01：浙江海洋大学，船舶与海洋工程，教授。 研究方向： 船舶与海洋工程：波浪传播的解析模拟，波浪与结构物相互作用 学术组织兼职： 1、《应用数学和力学》杂志编委 2、中国计算数学学会理事 主要科研项目： 1、在深度渐变周期底部上传播的液体表面波的频带结构，国家自然科学基金（面上基金项目），11572092，起止时间2016.01-2019.12，主持。 2、缓坡类方程的解析解与逼近解析解及港口防波堤优化设计的基础研究，国家自然科学基金（地区基金项目），51369008，起止时间2014.01-2017.12，主持。 3、线性和非线性海洋波传播的解析模拟，国家自然科学基金（地区基金项目），10962001，起止时间2010.01-2012.12，主持。 代表性论文及专著： [1] LIUHuan-Wen*,LUO Heng,ZENG Hui-Dan,Optimalcollocation ofthreekinds of Braggbreakwaters for Braggresonantreflection bylongwaves,Journal of Waterway, Port, Coastal and Ocean Engineering-ASCE,2015;141(3):04014039.(SCI收录，IF=1.316) [2]LIUHuan-Wen*,SHI Yun-Ping, CAO Dun-Qian, Optimization of parabolic bars for maximum Bragg resonant reflection of long waves,Journal of Hydrodynamics, 2015; 27(3): 840-847.(SCI收录，IF=0.776) [3]LIUHuan-Wen*,ZHOU Xiao-Mei,Explicit modified mild-slope equation for wavescattering by piecewise monotonic and piecewisesmooth bathymetries,Journal of Engineering Mathematics, 2014; 87: 29-45. (SCI收录，IF=0.665) [4] LIAOBo,CAODun-Qian,LIUHuan-Wen*, Wave transformation by a dredge excavation pit for waves from shallow water to deep water,Ocean Engineering,2014; 76:136-143. (SCI收录，IF=1.488) [5]LIUHuan-Wen*, SUNXiao-Ling,An analytical solution for long-wave scattering by a submerged cylinder in an axi-symmetrical pit.Journal of Marine Science and Technology,2014;22(5): 542-549.(SCI收录，IF=0.298) [6] ZHAIXi-Yuan,LIUHuan-Wen*,XIEJian-Jian,Analytic study to wave scattering by a general Homma island using the explicit modified mild-slope equation,Applied Ocean Research,2013;43:175-183. (SCI收录，IF=1.382) [7]LIUHuan-Wen*,LUOJiong-Xing,LINPengzhi,LIURui,Ananalyticalsolution forlong-wavereflection by ageneralbreakwater ortrench withcurvilinearslopes,Journal of Engineering Mechanics-ASCE,2013;139(2):229-245. (SCI收录，IF=1.346) [8]LIUHuan-Wen*,FUDan-Juan,SUNXiao-Ling, Analyticsolution to themodifiedmild-slopeequation forreflection by arectangularbreakwater withscourtrenches,Journal of Engineering Mechanics-ASCE,2013; 139(1):39-58.(SCI收录，IF=1.346) [9]LIUHuan-Wen*,WANGQiu-Yue,TANGGuoji, Exactsolution to themodifiedmild-slopeequation forwavescattering by acylinder with anidealizedscourpit,Journal of Waterway, Port, Coastal and Ocean Engineering-ASCE,2013;139(5): 413-423.(SCI收录，IF=1.316) [10] XIEJian-Jian,LIUHuan-Wen*, Analytical study for linear wavetransformation by a trapezoidal breakwateror channel,Ocean Engineering,2013;64: 49-59.(SCI收录，IF=1.488) [11]LIUHuan-Wen*,XIEJian-Jian, Series solution to the modified mild-slope equation for wave scattering by Homma islands,Wave Motion,2013; 50: 869-884.(SCI收录，IF=1.449) [12]LIULi-Bin*,LIUHuan-Wen,Compact difference schemes for solving telegraphic equationswith Neumann boundary conditions,Applied Mathematics and Computation,2013; 219:10112-10121.(SCI收录，IF=1.345) [13]LIUHuan-Wen,LUO Jiong-Xing,An analytical solution for linear long wave reflection by twosubmerged rectangular breakwaters,Journal of Marine Science and Technology,2013,Vol. 21, 142-148. [14]LIUHuan-Wen*,XIEJian-Jian,LUOZang-Hua,An analytical solution for long-wave scattering by a circular island mounted on a general shoal,Journal of Waterway, Port, Coastal and Ocean Engineering-ASCE,2012;138:425-434.(SCI收录，IF=1.316) [15] XIEJian-Jian,LIUHuan-Wen*, An exact analytic solution to the modified mild-slope equation for waves propagating over a trench with various shapes,Ocean Engineering,2012;50:72-82.(SCI收录，IF=1.488) [16]LIUHuan-Wen*, YANG Jing,LINPengzhi,Analytic solution to themodified mild-slope equation for wave propagation over one-dimensional piecewisesmooth topographies,Wave Motion,2012;49:445-460.(SCI收录，IF=1.449) [17]LIUHuan-Wen*,XIEJian-Jian,Discussion of ``Analytic solution of long wave propagation over a submerged hump_quot; by Niu and Yu (2011),Coastal Engineering,2011;58:948-952.(SCI收录，IF=2.841) [18] XIEJian-Jian,LIUHuan-Wen*,LINPengzhi,Analytical solution for long wave reflection by a rectangular obstacle with two scour trenches,Journal of Engineering Mechanics-ASCE, 2011;137(12):919-930.(SCI收录，IF=1.346) [19] LIULi-Bin,LIUHuan-Wen*,CHEN Yanping,Polynomial spline approach for solving second-order boundary-value problems with Neumann conditions,Applied Mathematics and Computation,2011;217:6872-6882.(SCI收录，IF=1.345) [20]LIULi-Bin*,LIUHuan-Wen,A new fourth-order difference scheme for solving an N-carriersystem with Neumann boundary conditions,International Journal of Computer Mathematics, 2011;88(16):3553_ndash;3564.(SCI收录，IF=0.577) [21]LIULi-Bin*,LIUHuan-Wen,Quartic spline methods for solving one-dimensional telegraphic equations,Applied Mathematics and Computation, 2010;216:951-958.(SCI收录，IF=1.345) [22]LIUHuan-Wen*,FANLe-Le, Lagrange interpolations using bivariate quintic super splines on double Clough-Tocher refinements,Computers and Mathematics with Applications, 2009;58:1636-1644.(SCI收录，IF=1.398) [23]LIUHuan-Wen*,LIULi-Bin,CHEN Yanping,A semi-discretization method based on quartic splines for solving one-space-dimensional hyperbolic equations,Applied Mathematics and Computation,2009;210:508-514.(SCI收录，IF=1.345) [24]LIUHuan-Wen*,LIULi-Bin, An unconditionally stable spline difference scheme forsolving the second-order 1D linear hyperbolic equation,Mathematical and Computer Modelling, 2009;49:1985-1993.(SCI收录，IF=1.366) [25] ZHUSong-Ping*,LIUHuan-Wen, Timothy R. Marchant,A perturbation DRBEM model for weakly nonlinear wave run-ups around islands,Engineering Analysis with Boundary Elements,2009;33:63-76.(SCI收录，IF=1.862) [26]LIUHuan-Wen*,CHENSun-Kang,A bivaraite cubic super spline space on Powell-Sabin triangulation,Computers and Mathematics with Applications,2008;56:1395-1401.(SCI收录，IF=1.398) [27]LIUHuan-Wen,LIYanbao*,An analytical solution for long-wave scattering by a submerged circular truncated shoal.Journal of Engineering Mathematics,2007;57:133-144.(SCI收录，IF=0.665) [28]LIUHuan-Wen,LINPengzhi*,An analytic solution for wave scattering by a circular cylinder mounted on a conical shoal,Coastal Engineering Journal,2007;49:393-416.(SCI收录，IF=0.703) [29] LINPengzhi*,LIUHuan-Wen,Scattering and trapping of wave energy by a submerged truncated paraboloidal shoal,Journal of Waterway, Port, Coastal and Ocean Engineering-ASCE,2007;133:94-103.(SCI收录，IF=1.316) [30]CHEN　Yanping*,LIUHuan-Wen, LIU Shuang, Analysis of two-grid methods for reaction - diffusion equations by expanded mixed finite element methods,International Journal for Numerical Methods in Engineering,2007;69:408-422.(SCI收录，IF=2.1) [31] LIUHuan-Wen*,LINPengzhi,An improved general dual reciprocity boundary element model for wave scattering by a truncated shoal,Journal of Coastal Research,2006, SI39:1463-1467.(SCI收录，IF=0.852) [32]LIUHuan-Wen,LINPengzhi*,Discussion of _ldquo;Wave transformation by two-dimensional bathymetric anomalies with sloped transitions_rdquo;[Coast. Eng. 50 (2003) 61-84],Coastal Engineering,2005;52:197-200.(SCI收录，IF=2.841) [33] LINPengzhi*,LIUHuan-Wen,Analytical study of linear long-wave reflection by a two-dimensional obstacle of general trapezoidal shape,Journal of Engineering Mechanics-ASCE,2005, 131:822-830.(SCI收录，IF=1.346) [34]LIUHuan-Wen*, HONG Don, CAO Dun-Qian,Bivariate cubic spline space over a non-uniform type-2 triangulation and its subspaces with boundary conditions,Computers and Mathematics with Applications,2005;49:1853-1865.(SCI收录，IF=1.398) [35]LIUHuan-Wen,LINPengzhi*,N.Jothi Shankar,An analytical solution of the mild-slope equation for waves around a circular island on a paraboloidal shoal,Coastal Engineering,2004;51:421-437.(SCI收录，IF=2.841) [36]LIUHuan-Wen, HONG Don*,An explicit local basis for cubic spline space over triangulated quadrangulation,Journal of Computational and Applied Mathematics,2003;51:187-200.(SCI收录，IF=1.328) [37]LIUHuan-Wen*, ZHU Song-Ping,Thedual reciprocity boundary element method for magnetohydrodynamic channel flows,ANZIAM Journal, 2002;44:305-322.(SCI收录，IF=0.957) [38]LIUHuan-Wen, HONG Don*, Bivariatecubic spline space over even stratified triangulations,Journal of Computational Analysis and Applications, 2002;4:19-36.(SCI收录，IF=0.799) [39]ZHUSong-Ping*,LIUHuan-Wen,CHENKe, A general DRBEM model for wave refraction and diffraction,Engineering Analysis with Boundary Elements, 2000;24:377-390.(SCI收录，IF=1.862) [40]LIUHuan-Wen*,An expansion of bivariate spline functions,Journal of the Australian Mathematical Society, Ser. B, 2000;41:527-541.(SCI收录，IF=0.443) [41] HONG Don*,LIUHuan-Wen, Some new formulation of smoothness conditions and conformality conditions for bivariate cubic splines,Computers and Mathematics with Applications, 2000;40:117-125.(SCI收录，IF=1.398) [42]LIUHuan-Wen*,HONG Don, Some smoothness conditions and conformality conditions for bivariate quartic and quintic splines,CALCOLO, 1999;36:43-61.(SCI收录，IF=0.816) [43] Song-Ping Zhu*,LIUHuan-Wen, On the application of the multiquadric bases in conjunction with the LTDRM method to solve nonlinear diffusion equations,Applied Mathematics and Computation, 1998;96:161-175.(SCI收录，IF=1.345) [44] ZHU Song-Ping*,LIUHuan-Wen, LU Xiao-Ping, A combination of LTDRM and ATPS in solving linear diffusion problems,Engineering Analysis with Boundary Elements, 1998;21:285-289.(SCI收录，IF=1.862) 教学工作： 主讲课程： 《线性代数》授课对象：本科生 《流体力学基础》授课对象：本科生 《结构力学有限元》授课对象：本科生 《近岸水波解析理论》授课对象：硕士研究生 《波浪与结构物相互作用》授课对象：硕士研究生 指导硕士研究生论文 [1]廖波，2013，线性波越过陷坑和具曲边河岸的开放河道散射效应的解析研究，广西民族大学硕士学位论文. [2]罗恒，2013，长波条件下三角形、梯形和半余弦布拉格潜堤的优化配置，广西民族大学硕士学位论文. [3]翟西媛，2013，宽频水波与三维轴对称地形或结构物相互作用的解析模拟，广西民族大学硕士学位论文. [4]李小凤，2013，宽频波越过正弦沙坝与潜堤复合地形的解析模拟，广西民族大学硕士学位论文. [5]陈群斌，2014.水波越过水下三维轴对称拟理想地形的解析模拟.广西民族大学硕士学位论文. [6]黄艳，2014.二维沿岸振荡水柱式波浪发电装置的水动力学分析及优化.广西民族大学硕士学位论文. [7]曾慧丹，2014.全波谱条件下三类布拉格防波堤的最优配置.广西民族大学硕士学位论文. [8]石云萍，2014.双层流体中内波越过理想截顶浅滩和非理想陷坑时的解析模拟.广西民族大学硕士学位论文. [9]李冬梅，2014.变水深矩形港湾内全波谱水波振荡的解析模拟.广西民族大学硕士学位论文. [10]黄慧冬，2015.海洋表面波越过周期排列的系列变水深潜堤的能带分析.广西民族大学硕士学位论文. [11]吴冰，2015.滑坡海啸围绕拟理想岛屿传播的解析模拟.广西民族大学硕士学位论文. [12]罗思妹，2015.组合型变水深港湾受迫振荡的解析模拟.广西民族大学硕士学位论文. [13]丁玉龙，2016.水波通过有限个理想窝坑传播的解析模拟.广西民族大学硕士学位论文. [14]张敏，2016.线性长波越过系列半圆形与旋轮线形潜堤的Bragg共振反射及优化.广西民族大学硕士学位论文. [15]倪永佳，2016.浅水波越过海底周期圆台阵列的能带结构.广西民族大学硕士学位论文. 软件版权登记及专利： 专利名称，专利号，发明人 荣誉奖励： 2004年，广西科学技术进步奖三等奖（排名1/2） 2010年，广西自然科学奖二等奖 船舶与海洋工程 [海洋信息资源服务平台] → 中国 → 浙江 → 舟山 海洋船舶工业;海洋工程建筑业;海洋科学研究; 浙江海洋大学 博士学位 2018-06-16 14:05:27