Numerical methods of partial differential equations

Publication Title Name :Numerical methods of partial differential equations/
Publication year :Thesis 1982
Publication Address :ُEl Attar,M.A.
Main Category :Engineering
Main & Sub Category :510 الرياضيات - Engineering Mathematices
Vol :-
Dewey Decimal Classification (DDC)No :-
Article Title :Numerical methods of partial differential equations/
Statement of responsibility :M.A. El Attar ; Supervised by Yousef Z. Boutros, Mohamed N. Anwar.
Place of publication :Alexandria :
Name of publisher :M.A.El Attar,
Date of publication :1982 .
Publication Extent :101 P.:
Publication Dimensions :30 cm.
Topical term :-
Leader :Engineering Mathematices.
ISBN :-
Original BibID :00000naa#a2200000uu#4500
Date and time of last modification :10387370
General informatio :510/2)21 a)510/a)101 P.: b)Ills.; c)30 cm./ a)includes bibliopraphical references. a)Engineering Mathematices./ Boutros,Yousef Z. / Supervisor./a)Boutros,Yousef Z. e)Supervisor. FLS a)eng/Anwar,Mohamed N. / Supervisor./a)Anwar,Mohamed N. e)Supervisor./ الطرق العددية لحل المعادلات التفاضلية الجزئية=/Faculty of Engineering.Department of Engineering Mathematices,/a)الطرق العددية لحل المعادلات التفاضلية الجزئية=/Thesis(M.S.) - Alexandria University.Faculty of Engineering.Department of Engineering Mathematices. In this thesis the author reviewed some of the most known methods for the numerical solution of partial diffe-rential equations he present work deals with the numerical solution of problems that involve free surfaces, that is boundaries which denends on the solutions to be obtained . A description of’ a numerical method introduce by G.H.Meyer [15]and its apolication to specific enGineering problems is illustrated.The mentioned method combines the method of lines, successive over rlaxation and invariant imbedding. Numerical results of the illustrated examples reveal the efficiency of the approach. The analysis and convergence of the method is also considered . a)Thesis(M.S.) - Alexandria University.Faculty of Engineering.Department of Engineering Mathematices. a)In this thesis the author reviewed some of the most known methods for the numerical solution of partial diffe-rential equations he present work deals with the numerical solution of problems that involve free surfaces, that is boundaries which denends on the solutions to be obtained . A description of’ a numerical method introduce by G.H.Meyer [15]and its apolication to specific enGineering problems is illustrated.The mentioned method combines the method of lines, successive over rlaxation and invariant imbedding. Numerical results of the illustrated examples reveal the efficiency of the approach. The analysis and convergence of the method is also considered ./td#k#frm#m##000#0#/
Cataloging Source :20090822115414.0
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Personal Name :a)Alexandria : b)M.A.El Attar, b)Faculty of Engineering.Department of Engineering Mathematices, c)1982 .
Publication data field :a)ُEl Attar,M.A.
physical descripti :a)Numerical methods of partial differential equations/ c)M.A. El Attar ; Supervised by Yousef Z. Boutros, Mohamed N. Anwar.
Topical term :-
Language Code :090712s1982uuuuua|d#k#frm####000#0#eng|d a)EG EULC
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Author Name :ُEl Attar,M.A.