21. Finite elements and fast iterative solvers: with applications in incompressible fluid dynamics
پدیدآورنده : Elman, Howard C.
کتابخانه: Central Library and Information Center of Ferdowsi University of Mashhad (Khorasan Razavi)
موضوع : Data processing ، Fluid dynamics,، Differential equations, Partial,، Finite element method
رده :
QA
911
.
E39
2005
22. Finite elements and fast iterative solvers: with applications in incompressible fluid dynamics
پدیدآورنده : Elman, Howard C.
کتابخانه: Central Library and Information Center of Ferdowsi University of Mashhad (Khorasan Razavi)
موضوع : Data processing ، Fluid dynamics,، Differential equations, Partial,، Finite element method
رده :
QA
911
.
E39
2005
23. Finite elements and fast iterative solvers. with applications in incompressible fluid dynamics
پدیدآورنده : Elman, Howard C., Howard C. Elman, David J. Silvester, Andrew J. Wathen
کتابخانه: Library and Documentation Center of Kurdistan University (Kurdistan)
موضوع : ، Fluid dynamics, Data processing,، Differential equations, Partial,، Finite element method
رده :
QA
911
.
E39F5
2005
24. In troduction to partial differential equations
پدیدآورنده : k.Sankara Rao
کتابخانه: Central Library Yasuj University (Kohgiluye va Buyer ahmad)
موضوع : Differential equations, Partial, Numerical solutions, Data processing, Congresses,Finite element method, Data processing, Congresses
رده :
515
,.
353
,
S624
,
2008
25. Inside finite elements
پدیدآورنده : Weiser, Martin
کتابخانه: Library of Institute for Research in Fundamental Sciences (Tehran)
موضوع : Textbooks ، Finite element method,Textbooks ، Differential equations, Partial,Textbooks ، Algorithms
رده :
QC
20
.
7
.
F56W44
26. Least-squares finite element methods
پدیدآورنده : Bochev, Pavel B.
کتابخانه: Central Library and Information Center of Ferdowsi University of Mashhad (Khorasan Razavi)
موضوع : ، Least squares,، Finite element method,، Differential equations, Partial
رده :
QA
275
.
B63
2009
27. Least-squares finite element methods
پدیدآورنده : Bochev, Pavel B.
کتابخانه: Central Library and Documents Center of Al-Zahra University (Tehran)
موضوع : ، Finite element method,، Differential equations, Partial
رده :
QA
1
.
A647
vol
.
166
28. Lectures on the finite element method
پدیدآورنده : by Ph. Ciarlet ; notes by S. Kesavan, Akhil Ranjan, M. Vanninathan,Title
کتابخانه: Central Library of Imam Khomeini International University of Qazvin (Qazvin)
موضوع : Differential equations, Partial - Numerical solutions,Finite element method,Elasticity
رده :
QA
.
C5
374
29. Mathematical aspects of finite elements in partial differential equations
پدیدآورنده : edited by Carl DeBoor
کتابخانه: Library of College of Science University of Tehran (Tehran)
موضوع : Congresses ، Differential equations, Partial,Congresses ، Finite element method
رده :
QA
374
.
S934
1974
30. Mathematical theory of finite and boundary element methods
پدیدآورنده : Albert H. Schatz, Vidar Thomee, Wolfgang L. Wendland,Title
کتابخانه: Central Library of Imam Khomeini International University of Qazvin (Qazvin)
موضوع : Differential equations, Partial - Numerical solutions,Finite element method,Boundary element methods
رده :
QA
.
S353
377
1990
31. Mathematical theory of finite and boundary elements methods
پدیدآورنده : Schatz, Albert H.
کتابخانه: Library of Institute for Research in Fundamental Sciences (Tehran)
موضوع : ، Differential equations, Partial,، Finite element method,، Boundary element methods,، Mathematical physics
رده :
QA
377
.
S357
1990
32. Moving finite elements
پدیدآورنده : Baines, M. J.)Michael John(
موضوع : ، Differential equations, Partial-- Numerical solutions,، Finite element method
۳ نسخه از این کتاب در ۳ کتابخانه موجود است.
33. Moving finite elements
پدیدآورنده : Baines, Michael John
کتابخانه: Central Library of Amirkabir University of Technology (Tehran)
موضوع : Differential equations, Partial - Numerical solutions , Finite element method
رده :
QA
377
.
B24
1994
34. Moving finite elements
پدیدآورنده : Baines, M. J.)Michael John(
کتابخانه: Central Library and Documentation Center (Kerman)
موضوع : ، Differential equations, Partial - Numerical solutions,، Finite element method
رده :
QA
377
.
B24
1994
35. Nodal discontinuous Galerkin methods: algorithms, analysis, and applications
پدیدآورنده : Hesthaven, Jan S.
کتابخانه: (Semnan)
موضوع : ، Finite element method,، Galerkin methods,، Differential equations, Partial
رده :
TA
347
.
H47
2008
36. Nodal discontinuous Galerkin methods : algorithms, analysis, and applications
پدیدآورنده : Hesthaven, Jan S.
کتابخانه: Library of Institute for Research in Fundamental Sciences (Tehran)
موضوع : ، Finite element method,، Galerkin methods,، Differential equations, Partial
رده :
TA
347
.
F5H47
37. Nodal discontinuous Galerkin methods: algorithms, analysis, and applications
پدیدآورنده : Hesthaven, Jan S.
کتابخانه: Central Library and Documents Center of Industrial University of Khaje Nasiredin Toosi (Tehran)
موضوع : ، Finite element method,، Galerkin methods,، Differential equations, Partial
رده :
TA
347
.
F5H47
38. Numerical partial differential equations for environmental scientists and engineers
پدیدآورنده : / by Daniel R. Lynch
کتابخانه: Central Library and Information Center of the University of Mohaghegh Ardabili (Ardabil)
موضوع : Differential equations, Partial- Numerical solutions,Finite differences,Finite element method,Inverse problems (Differential equations)
رده :
QA374
.
L96
2005
39. Numerical partial differential equations for environmental scientists and engineers
پدیدآورنده :
کتابخانه: Central Library and Documents Center of Mazandaran University (Mazandaran)
موضوع : Differential equations, Partial ; Numerical solutions. ; Finite differences. ; Finite element method. ; Inverse problems (Differential equations) ;
40. Numerical partial differential equations for environmental scientists and engineers
پدیدآورنده : / by Daniel R. Lynch
کتابخانه: Central Library and Information Center of the University of Mohaghegh Ardabili (Ardabil)
موضوع : Differential equations, Partial- Numerical solutions,Finite differences,Finite element method,Inverse problems (Differential equations)
رده :
QA374
.
L96
2005
