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張建松

(中國石油大學(華東) 理學院副教授)

鎖定
張建松,中國石油大學(華東) 理學院副教授,博士,應用數學系碩導。 [1] 
中文名
張建松
畢業院校
山東大學
學位/學歷
博士
職    業
教師

張建松研究方向

1.偏微分方程數值解:有限元方法、混合元方法、間斷有限元方法、二重網格方法
2.區域分解並行計算 [1] 

張建松學習與工作經歷

1999.9-2003.7,山東大學,理學學士;
2003.9-2008.7,山東大學,理學博士;
2008.7-20012.12,中國石油大學(華東),應用數學系,講師;
2010.1-2010.2 澳大利亞西澳大學(UWA),訪問學者;
2014.9-2015.8 巴西國家科學計算實驗室(LNCC ),訪問學者;
2013.1至今,中國石油大學(華東),應用數學系,副教授。 [1] 

張建松主講課程

1.主講本科生必修課:《微分方程數值解法》、《數值計算方法》、《數學物理方程》、《概率論與數理統計》、《計算方法》、《線性代數》、《分析與代數選講》等課程
2.主講研究生:《數理方程》、《高等數值分析》、《有限元方法》等課程 [1] 

張建松指導研究生

累計指導碩士研究生10名: [1] 

張建松承擔和參與項目

1.近年來,主持的代表性科研項目: [1] 
(1)海水入侵問題的並行子空間校正算法研,國家自然科學基金青年項目,2014-2017;
(2)多孔介質流的一類新型區域分解並行算法,國家自然科學基金數學天元青年項目,2012-2012;
(3)海水入侵問題的若干新型數值算法研究,山東省自然科學基金青年項目,2014-2017;
(4)多孔介質中滲流驅動問題的一類保結構數值算法研究,山東省自然科學基金面上項目,2019-2022;
(5)油藏數值模擬中滲流驅動問題的質量守恆數值算法研究,中央高校基礎研究專項基金,2017-2019;
(6)多孔介質流的一類新型並行算法研究,中央高校基礎研究專項基金,2011-2013。
2.近年來,參與的代表性科研項目: [1] 
(1)參數識別與最優控制問題驅動的分數階微分方程的高效數值方法研究,國家自然科學基金面上項目,2020-2023;
(2)變形介質油藏數值模擬中的間斷有限元方法研究,國家自然科學基金面上項目,2016-2019;
(3)受時變對流擴散方程約束的最優控制問題的SUPG方法研究,國家自然科學基金青年項目,2013-2015;
(4)太陽能聚光集熱與多蒸發器環路熱管傳輸方法,國家自然科學基金青年項目,2013-2015;
(5)油水資源滲流驅動問題新型算法研究,國家自然科學基金青年項目,2012-2014;
(6)時空分數階波動方程的高效快速差分算法研究及其應用,山東省自然科學基金面上項目,2017-2020;
(7)能源數值模擬問題中最優控制問題的最小二乘混合元方法研究,山東省優秀中青年科學家科研獎勵基金項目,2013-2015;
(8)油藏數值模擬中的新型算法研究,山東省自然科學基金聯合專項,2011-2013。

張建松獲獎情況

1. 油藏數值模擬中多孔介質流的若干新型算法研究. 山東高等學校優秀科研成果獎三等獎,廳局級(政府類),2012,排名第1;
2.線性系統高效算法及其在機器學習中的應用.山東高等學校優秀科研成果獎二等獎,廳局級,2013,排名第4;
3. 油藏數值模擬中多孔介質流的若干新型算法研究.青島經濟技術開發區科學技術獎三等獎,廳局級(政府類),2013,排名第2;
4. 美國大學生數學建模競賽特等獎提名(2020 Mathematical Contest in Modeling-Finalisit,Problem C). 國家級,2020,指導教師;
5. “全國大學生數學建模競賽”山東省一等獎,省部級,指導教師。 [1] 

張建松榮譽稱號

1.中國石油大學(華東) “優秀教師”,中國石油大學(華東) “優秀教師”,2013年;
2.中國石油大學(華東)中國石油大學(華東)2018-2019年度“優秀班主任”,2019年;
3.中國石油大學(華東)中國石油大學(華東)2013-2014年度“優秀青年工作者”,2014年;
4.中國石油大學(華東)中國石油大學(華東)2012-2013年度“優秀班主任”,2013年;
5.中國石油大學(華東)大學生課外科技活動“優秀指導教師”,中國石油大學(華東)大學生課外科技活動“優秀指導教師”,2011年。 [1] 

張建松論文

1.第一作者主要論文: [1] 
(1)Zhang, Jiansong; Yu Yun; Ji Bingjie ; Yu Yue. Numerical analysis of incompressible wormhole propagation with mass-preserving characteristic mixed finite element procedure, Numerical Algorithms, 2021, online.
(2)Zhang, Jiansong; Han, huiran; Yu, Yun; Liu, Jun. A new two-grid mixed finite element analysis of semi-linear reaction-diffusion equation, Computers and Mathematics with Applications, 92 (2021) 172-179.
(3)Zhang, Jiansong; Han, Huiran. A new discontinuous Galerkin mixed finite element method for compressible miscible displacement problem, Computers and Mathematics with Applications, 80(2020),1714-1725.
(4)Zhang, Jiansong; Han, Huiran; Guo, Hui; Shen, Xiaomang. A combined hybrid mixed element method for incompressible miscible displacement problem with local discontinuous Galerkin procedure,Numerical Methods Partial Differential Eq. 36(2020), 1629-647.
(5)Zhang, Jiansong; Shen, Xiaomang; Guo, Hui; Fu, Hongfei. Characteristic splitting mixed finite element analysis of compressible wormhole propagation, Applied Numerical Mathematics,147 (2020) 66-87.
(6)Zhang, Jiansong; Zhang, Yuezhi; Guo, Hui; Fu, Hongfei. A mass-conservative characteristic splitting mixed finite element method for convection-dominated Sobolev equation,Mathematics and Computers in Simulation, 160 (2019) 180-191.
(7)Zhang, Jiansong. A new combined characteristic mixed finite element method for compressible miscible displacement problem, Numerical Algorithms , 81 (2019) 1157-1179.
(8)Zhang, Jiansong; Zhang, Yuezhi. A hybrid mixed finite element method for miscible displacement problem with MCC procedure,Applied Mathematics and Computation, 346 (2019) 143-154.
(9)Zhang, Jiansong; Liu, Zhaohui; Yang, Danping; Zhu, Jiang. Parallel split least-squares mixed finite element method for parabolic problem. Numerical Methods Partial Differential Equations 34:4(2018), 1282-1300.
(10)Zhang, Jiansong; Yang, Danping; Zhu, Jiang. Parallel characteristic mixed element method for saltwater intrusion problem. J. Comput. Appl. Math. 336 (2018), 160–174.
(11)Zhang, Jiansong; Zhang, Yuezhi; Liu, Zhaohui. A mass-conservative characteristic splitting mixed element method for saltwater intrusion problem. J. Nonlinear Sci. Appl. 10 (2017), no. 11, 6102–6118.
(12)Zhang, Jiansong; Yang, Danping; Guo, Hui; Qu, Yan. Parallel algorithm combined with mixed element procedure for compressible miscible displacement problem. Numer. Algorithms 76 (2017), no. 4, 993–1019.
(13)Zhang, Jiansong; Yang, Danping. Parallel splitting positive definite mixed element method for parabolic problem. Int. J. Comput. Methods 14 (2017), no. 6, 1750061.
(14)Zhang, Jiansong; Zhu, Jiang; Yang, Danping. A combined discontinuous Galerkin method for saltwater intrusion problem with splitting mixed procedure. Adv. Appl. Math. Mech. 9 (2017), no. 3, 651–666.
(15)Zhang, Jiansong; Zhu, Jiang; Zhang, Rongpei; Yang, Danping; Loula, Abimael F.D. A combined discontinuous Galerkin finite element method for miscible displacement problem. J. Comput. Appl. Math. 309 (2017), 44–55.
(16)Zhang, Jiansong; Vargas, Hector; Zhu, Jiang; Oliveira, Eduardo Lima. Analysis of Discontinuous Galerkin Method of Nonlinear Problems, XXXVIII Iberian-Latin American Congress on Computational Methods in Engineering, R.H. Lopez, L.F.F. Miguel, P.O. Farias (Editor), ABMEC, Florianpolis, SC, Brazil, November 5-8, 2017.
(17)Zhang, Jiansong; Zhu, Jiang; Yang, Danping; Guo, Hui. A characteristic splitting mixed finite element method for three-dimensional saltwater intrusion problem. J. Nonlinear Sci. Appl. 9 (2016), no. 11, 5806–5820.
(18)Zhang, Jiansong; Guo, Hui; Fu, Hongfe; Chang, Yanzhen. Parallel algorithm for convection–diffusion system based on least‑squares procedure, SpringerPlus, (2016) 5:1690.
(19)張建松,張月芝, 朱江,羊丹平, 對流佔優擴散方程的分裂特徵混合有限元方法,高校應用數學學, 31:3 (2016) 338-350.
(20)Zhang, Jiansong; Zhu, Jiang; Zhang, Rongpei. Characteristic splitting mixed finite element analysis of Keller-Segel chemotaxis models. Appl. Math. Comput. 278 (2016), 33–44.
(21)Zhang, Jiansong; Fu, Hongfei; Guo, Hui. A new parallel subspace correction method for advection-diffusion equation. J. Appl. Math. Comput. 50 (2016), no. 1-2, 299–314.
(22)Zhang, Jiansong; Yang, Danping. A new domain decomposition parallel algorithm for convection-diffusion problem. Math. Model. Anal. 19 (2014), no. 4, 589–605.
(23)Zhang, Jiansong; Yang, Danping; Shen, Shuqian; Zhu, Jiang. A new MMOCAA-MFE method for compressible miscible displacement in porous media. Appl. Numer. Math. 80 (2014), 65–80.
(24)Zhang, Jiansong; Zhu, Jiang; Yu, Xijun; Loula, Abimael F. D.; Bevilacqua, Luiz. Mixed finite element analysis of thermally coupled quasi-Newtonian flows. Int. J. Numer. Anal. Model. Ser. B 4 (2013), no. 1, 35–49.
(25)張建松,朱江,郭會,付紅斐. 對流擴散反應方程的特徵分裂最小二乘方法,高等學校計算數學學報, 34:4(2012)289-299.
(26)Zhang, Jiansong; Guo, Hui. A split least-squares characteristic mixed element method for nonlinear nonstationary convection-diffusion problem. Int. J. Comput. Math. 89 (2012), no. 7, 932–943.
(27)張建松,牛海峯. 多孔介質中可壓縮混溶驅動問題的新型流線擴散混合元方法,山東大學學報(理學版)46:12 (2011) 6-12.
(28)Zhang, Jiansong; Yang, Dan-ping; Zhu, Jiang. Two new least-squares mixed finite element procedures for convection-dominated Sobolev equations. Appl. Math. J. Chinese Univ. Ser. B 26 (2011), no. 4, 401–411.
(29)Zhang, Jiansong; Yang, Danping; Fu, Hongfei; Guo, Hui. Parallel characteristic finite element method for time-dependent convection-diffusion problem. Numer. Linear Algebra Appl. 18 (2011), no. 4, 695–705.
(30)Zhang, Jiansong; Yang, Danping. Parallel characteristic finite difference method for convection-diffusion equations. Numer. Methods Partial Differential Equations 27 (2011), no. 4, 854–866.
(31)Zhang, Jiansong; Yang, Danping. Parallel least-squares finite element method for time-dependent convection-diffusion system. Computing 91 (2011), no. 3, 217–240.
(32)Zhang, Jiansong; Zhu, Jiang; Yang, Danping; Yu, Xijun. Finite element analysis of semiconductor device equations with heat effect. Int. J. Numer. Anal. Model. Ser. B 1 (2010), no. 2, 197–216.
(33)張建松,Sobolev方程的最小二乘混合元方法,工程數學學報,26:4 (2009) 749–752.
(34)Zhang, Jiansong; Yang, Danping. A splitting positive definite mixed element method for second-order hyperbolic equations. Numer. Methods Partial Differential Equations 25 (2009), no. 3, 622–636.
(35)張建松,羊丹平. 混合邊界條件下電熱問題的數值分析,山東大學學報(理學版),42:8(2007) 1-8.
(36)張建松,羊丹平. 多孔介質中相容驅動問題的全離散分裂正定混合元分析,山東大學學報(理學版),41:1(2006)1-10.
2.第二作者(通訊作者)主要論文:
(1)Ji, Bingjie, Zhang, Jiansong, Yu, Yun, Liu, Jun, Guo, Hui. A new family of expanded mixed finite element methods for reaction-diffusion equations, Journal of Applied Mathematics and Computing, 2021, online.
(2)Jiang, Maosheng; Zhang, Jiansong; Zhu, Jiang; Yu, Xijun; Bevilacqua, Luiz. Numerical simulation for clustering and pattern formation in active colloids with mass-preserving characteristic finite element method,Computer Methods in Applied Mechanics and Engineering, 381(2021), 113806.
(3)Jiang, Maosheng; Zhang, Jiansong; Zhu, Jiang; Yu, Xijun; Bevilacqua, Luiz. Characteristic finite element analysis of pattern formation dynamical model in polymerizing actin flocks, Applied Mathematics Letters, 98 (2019) 224-232.
(4)Zhang, Yuezhi; Zhang, Jiansong. The splitting mixed element method for parabolic equation and its application in chemotaxis model. Appl. Math. Comput. 313 (2017), 287–300.
(5)Niu, Haifeng;Zhang, Jiansong; Zhang, Liuwei; Tian,Yanwei. Numerical analysis of the elliptic optimal control problem with Lp-norm state constraints, International Conference on Intelligent Control and Computer Application (ICCA) 2016, pp.213-216.
(6)Zhu, Jiang; Zhang, Jiansong; Loula, Abimael F. D.; Bevilacqua, Luiz. Mixed variational formulation and numerical analysis of thermally coupled nonlinear Darcy flows. SIAM J. Numer. Anal. 51 (2013), no. 5, 2746–2772.
(7)Guo, Hui; Zhang, Jiansong. Two splitting positive definite mixed element methods for pseudo-parabolic equations. Math. Appl. (Wuhan) 26 (2013), no. 1, 155–164.
(8)Guo, Hui; Zhang, Jiansong; Fu, Hongfei. Two splitting positive definite mixed finite element methods for parabolic integro-differential equations. Appl. Math. Comput. 218 (2012), no. 22, 11255–11268.
(9)Li, Gang; Zhang, Jiansong; Zhu, Jiang; Yang, Danping. On vector Helmholtz equation with a coupling boundary condition, Numer. Math. J. Chinese Univ. (English Ser.), 16:4 (2007), 358–369.
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