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Matematičeskoe modelirovanie
Tome 13 (2001)
no. 2
Précédent
Suivant
Volume 13 (2001) no. 2
Sommaire
International Conference on Environmental Mathematical Modeling and Numerical Analysis (Rostov-on--Don)
p. 3-4
Difference methods for solving mathematical physics problems on unstructured grids
A. A. Samarskii
;
P. N. Vabishchevich
p. 5-16
Monotone difference schemes for equations with mixed derivative
A. A. Samarskii
;
V. I. Mazhukin
;
P. P. Matus
;
G. I. Shishkin
p. 17-26
On vortex flows in a~gap between two parallel plates
V. A. Vladimirov
;
V. I. Yudovich
;
M. Yu. Zhukov
;
P. V. Demssenko
p. 27-38
Итерационные методы решения систем линейных уравнений, от прошлого к~будущему
R. Weiss
;
I. Podgajezki
;
H. Hafner
;
W. Schonauer
p. 39-50
Symmetrical saddle algorithms in fem analysis of the compound piezoelectric devices
O. N. Akopov
;
O. A. Belokon
;
K. A. Nadolin
;
A. V. Nasedkin
;
A. S. Skaliukh
;
A. N. Soloviev
p. 51-60
Numerical modeling of seismic fields in viscoelastic media based on the Laguerre spectral method
G. V. Konyukh
;
B. G. Mikhailenko
;
A. A. Mikhailov
p. 61-70
New models and generalized solutions of nonlinear problems in mechanics of saturated porous medium
A. V. Kosterin
p. 71-77
Triada technique for numerically solving 3d problems of impurity transport by underground waters
O. M. Velichko
;
V. V. Gorev
;
I. V. Gorev
;
Yu. N. Deryugin
;
D. K. Zc.lenckii
;
A. I. Panov
;
A. A. Savelyev
;
V. V. Selin
;
A. G. Subbotin
;
B. P. Tikhomirov
;
A. N. Chekalin
p. 78-85
The~3d problem of the calculation of Azov sea hydrodynamic
A. L. Chikin
p. 86-92
Simulation of the pollution distribution in the Mobile bay~(USA)
L. G. Chikina
;
A. L. Chikin
p. 93-98
Some free-boundary problems in deformable porous media
V. A. Eremeyev
p. 99-102
Automatic parallelization of loops with 2-dimension arrays for distributed memory supercomputers (matrix multiplication)
S. A. Lazareva
;
N. N. Yachmeneva
p. 103-109
Analysis of a~filtration model in porous media
S. Cohn
;
G. Ledder
;
D. Logan
p. 110-116
Mathematical modeling and simulation for fluid flow in porous media
R. Ewing
p. 117-127