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Matematičeskoe modelirovanie
Tome 32 (2020)
no. 8
Précédent
Suivant
Volume 32 (2020) no. 8
Sommaire
A numerical method for solving ordinary differential equations by converting them into the form of a Shannon
N. G. Chikurov
p. 3-20
Self-consistent calculation of the ground state of a hydrogen-like carbon atom in a graphene lattice
B. G. Freinkman
p. 21-30
Modeling of vibration of nanoporous microcantilevers from anodic aluminum oxide for biochemical sensors
V. N. Simonov
;
N. L. Matison
;
O. V. Boytsova
;
E. B. Markova
p. 31-42
Nonlinear Dirac equation for graphene
A. A. Gladkikh
;
G. G. Malinetskii
p. 43-56
Modern methods of mathematical modeling of the development of hydrodynamic instabilities and turbulent mixing
V. F. Tishkin
;
V. A. Gasilov
;
N. V. Zmitrenko
;
P. A. Kuchugov
;
M. E. Ladonkina
;
Yu. A. Poveschenko
p. 57-90
Mathematical model of the neural network conclusion defuzzificator in fuzzy-logic output procedures and its software implementation
S. P. Dudarov
;
N. D. Kirillov
p. 91-105
Modeling of a space-rocket structures when subjected to active forces by mechanical analogs
A. Yu. Bondarenko
;
A. I. Likhoded
;
V. V. Sidorov
p. 106-118
Modeling elastic properties of composites using asymptotic averaging method with imperfect interface
A. P. Sokolov
;
V. N. Shchetinin
;
M. Yu. Kozlov
p. 119-138