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Easily implementable iterative methods for variational inequalities with nonlinear diffusion-convection operator and constraints to the gradient of solution
Laitinen E., Lapin A., Lapin S.
for the finite element approximation of a class of variational inequalities with nonlinear diffusion
Alternating direction implicit finite element method for multi-dimensional black-scholes models
Li L., Lapin A., Zhang S.
mixed derivatives. It is approximated by using a finite element method in spatial variables
Study of the microstructure evolution during forging in a new design strikers implementing alternating deformation by finite element method
Lezhnev, Sergey Nikolaevich, Naizabekov, Abdrakhman Batyrbekovich, Panin, Evgeniy Aleksandrovich, Kuis, Dmitry Valeryevich, Stepankin, Igor Nikolaevich
alternating deformation based on computer modeling by the finite element method was carried out. The influence
NONLINEAR ANALYSIS OF SOLID REINFORCED CONCRETE STRUCTURES WITH CRACKS
Vladimir P A., Alexey S M.
A finite element method, as well as the algorithm and the program for solid reinforced concrete
Error estimates for lagrange-galerkin approximation of American options valuation
Dautov R.Z., Lapin A.V., Zhang S.
derivative and the finite element method for approximating the diffiusion part of the equation. The accuracy
Modal analysis of three-dimensional finite element models of reinforced concrete structures
Basakou, S. V., Liashkevich, O. N.
In this article modal analysis of reinforced concrete structures by the Finite Element Method
Modeling of Ultrasonic Microwelding System by Finite Element Method
Lanin, V. L., Petuchov, I. B., Buchalko, D. N.
to provide the coordination of different elements of the system and to achieve high durability of mcrowelded
PROBLEMS IN GEOMETRICALLY NONLINEAR STABILITY ANALYSIS OF SPACE FRAMES
Galishnikova V.V.
State of the art in geometrically nonlinear analysis of space frames is presented in the paper
Easily implementable iterative methods for variational inequalities with nonlinear diffusion-convection operator and constraints to the gradient of solution
Laitinen E., Lapin A., Lapin S.
for the finite element approximation of a class of variational inequalities with nonlinear diffusion
Application of Finite Element Method Programs to the Calculation of Vibration-Rotation States of a Diatomic Beryllium Molecule
Gusev A.A., Chuluunbaatar O., Vinitsky S.I., Derbov V.L., Gozdz A., Krassovitskiy P.M., Filikhin I., Mitin A.V.
A computational scheme of the finite element method (FEM) is presented that allows the solution

Страница 4 из 12403

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