大連理工大學博士生導師張鴻慶教授簡介

大連理工大學博士生導師張鴻慶教授研究方向數學機械化與數學物理、孤子理論與可積系統

基本概況
姓名: 張鴻慶 性別:
出生年月: 1936-01 院系: 計算數學系
職稱: 教授 類別: 博士生導師
專業: 計算數學,
研究: 數學機械化與數學物理、孤子理論與可積系統
簡介:

  主要學歷及工作經歷:
  1936年生于黑龍江省綏化縣四方臺鎮,1957年畢業于吉林大學數學系,同年至大連理工大學任教,1980年任副教授,1984年任教授,1985年任美國Georgia Tech訪問教授,1987年回大連理工大學任教。
  主要學術及社會兼職:
  The editor of “Applied Mathematica and Mechanics”
  指導碩、博士生研究方向:
  1.數學機械化與數學物理;
  2.孤子理論與可積系統;

  主要學歷及工作經歷:
  1936年生于黑龍江省綏化縣四方臺鎮,1957年畢業于吉林大學數學系,同年至大連理工大學任教,1980年任副教授,1984年任教授,1985年任美國Georgia Tech訪問教授,1987年回大連理工大學任教。
  主要學術及社會兼職:
  The editor of “Applied Mathematica and Mechanics”
  指導碩、博士生研究方向:
  1.數學機械化與數學物理;
  2.孤子理論與可積系統;

獎項:

  主要學歷及工作經歷:
  1936年生于黑龍江省綏化縣四方臺鎮,1957年畢業于吉林大學數學系,同年至大連理工大學任教,1980年任副教授,1984年任教授,1985年任美國Georgia Tech訪問教授,1987年回大連理工大學任教。
  主要學術及社會兼職:
  The editor of “Applied Mathematica and Mechanics”
  指導碩、博士生研究方向:
  1.數學機械化與數學物理;
  2.孤子理論與可積系統;

  主要學歷及工作經歷:
  1936年生于黑龍江省綏化縣四方臺鎮,1957年畢業于吉林大學數學系,同年至大連理工大學任教,1980年任副教授,1984年任教授,1985年任美國Georgia Tech訪問教授,1987年回大連理工大學任教。
  主要學術及社會兼職:
  The editor of “Applied Mathematica and Mechanics”
  指導碩、博士生研究方向:
  1.數學機械化與數學物理;
  2.孤子理論與可積系統;

論文:

  專著:
  1.“有限元的數學理論” 科學出版社 1991.
  2. Applications of mechanical methods to partial differential equations(chapter 17 of Mathematics Mechanization and Applications), Academic Press,NewYork ,2000.
  論文:
  1.Zhang Hongqing, Fan EG.,Applications of mechanical methods to partial differential equations,Mathematics Mechanization and Applications (17th chapter),Academic Press Limited(2000).
  2.Zhang Hongqing,A united theory on general solutions of system of elasticity,J.Dalian Univ.Tech.,18(1978):25-47.
  3.Zhang Hongqing,Algebraic constructions for general solutions of linear operator systems.Acta.Mech.Sinica(Special Issue): 152-161(1981).
  4.Zhang Hongqing,Superfluous order and the proper solution of the Maxwell equation, Appl.Math.Mech,2(1981):349-360.
  5.Zhang Hongqing, Wang Z., The completeness and approximation of Hu Haichang’s solution ,Kexue Tongbao ,1986 ,10:667-670.
  6.Zhang, Hongqing ,C-D integrable system and computer aided solver for differential equations. Computer mathematics (Matsuyama, 2001), 221--226, Lecture Notes Ser. Comput., 9, World Sci. Publishing, River Edge, NJ, 2001.
  7.Zhang Hongqing,Wu F.,General solution for a class of system of partial differential equations and its application in the theory of shells,Acta Mech.Sinica,24(1992):700-707.
  8.Zhang Hongqing,Wu F.,General method for general solution of theory of plane and shell,Kexue Tongbao,13(1993):671-672.
  9.Zhang Hongqing, The method for constructing general solution of system of partial differential equations, Proc.Comput..Mech.Tianjin Congr.,110-112(1991).    10.Zhang Hongqing, Hamiltonian representatio...[詳細]

  專著:
  1.“有限元的數學理論” 科學出版社 1991.
  2. Applications of mechanical methods to partial differential equations(chapter 17 of Mathematics Mechanization and Applications), Academic Press,NewYork ,2000.
  論文:
  1.Zhang Hongqing, Fan EG.,Applications of mechanical methods to partial differential equations,Mathematics Mechanization and Applications (17th chapter),Academic Press Limited(2000).
  2.Zhang Hongqing,A united theory on general solutions of system of elasticity,J.Dalian Univ.Tech.,18(1978):25-47.
  3.Zhang Hongqing,Algebraic constructions for general solutions of linear operator systems.Acta.Mech.Sinica(Special Issue): 152-161(1981).
  4.Zhang Hongqing,Superfluous order and the proper solution of the Maxwell equation, Appl.Math.Mech,2(1981):349-360.
  5.Zhang Hongqing, Wang Z., The completeness and approximation of Hu Haichang’s solution ,Kexue Tongbao ,1986 ,10:667-670.
  6.Zhang, Hongqing ,C-D integrable system and computer aided solver for differential equations. Computer mathematics (Matsuyama, 2001), 221--226, Lecture Notes Ser. Comput., 9, World Sci. Publishing, River Edge, NJ, 2001.
  7.Zhang Hongqing,Wu F.,General solution for a class of system of partial differential equations and its application in the theory of shells,Acta Mech.Sinica,24(1992):700-707.
  8.Zhang Hongqing,Wu F.,General method for general solution of theory of plane and shell,Kexue Tongbao,13(1993):671-672.
  9.Zhang Hongqing, The method for constructing general solution of system of partial differential equations, Proc.Comput..Mech.Tianjin Congr.,110-112(1991).    10.Zhang Hongqing, Hamiltonian representation for linear selfadjoint partial operators,Thirty years for nonholonomic mechanics in China,Henan Univ.Press,Kaifeng , 1994,182-186.
  11.Zhang Hongqing, The algebraization , mechanization , symplectication and geometrization for mechanics , Modern Meth. And Mech.VII ,Shanghai Univ.Press ,Shanghai ,1997,20-25.
  12.Zhang Hongqing,Chao L.,Operational form Hilbert Nukkstellensatz and symbolic algorithm for constructing general solution of system in elasticity , J. Dalian Univ.Tech.1996, ,36:373-379.
  13.Zhang Hongqing, Chao L., Mathematica program p

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