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По вашему запросу найдено документов: 42020

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Application of a numerical-analytical approach in the process of modeling differential equations in the Julia language
Fedorov A.V., Masolova A.O., Korolkova A.V., Kulyabov D.S.
. In this case, the program can generate a numerical scheme for the solution based on the given analytical
Analytical and numerical solution for stress fields in plane shear problem of anisotropic elasticity
Romanowicz, М., Czech, М.
Analytical and numerical solution for stress fields in plane shear problem of anisotropic
Analytical approach to stress-strain analysis of right and oblique helicoid structures
Tupikova E.M., Rynkovskaya M.I.
and numeric-analytical methodologies for shallow right and oblique helicoids. The general approach is based
Numerical and analytical modeling of guided modes of a planar gradient waveguide
Ayrjan E., Gevorkyan M., Kulyabov D., Lovetskiy K., Nikolaev N., Sevastianov A., Sevastianov L., Laneev E.
in our work the numerical-analytical calculation of typical representatives of all the classes
On the blow-up phenomena for a 1-dimensional equation of ion sound waves in a plasma: Analytical and numerical investigation
Korpusov M.O., Lukyanenko D.V., Panin A.A., Shlyapugin G.I.
information is used in the numerical experiments, which are able to determine the process of the solution
The numerical-analytical implementation of the cross-sections method to the open waveguide transition of the "horn" type
Divakov D., Malykh M., Sevastianov L., Sevastianov A., Tiutiunnik A.
In the paper we construct a method for approximate solution of the waveguide problem for guided
An analytic solution for an expanding/contracting strain-hardening viscoplastic hollow cylinder at large strains and its application to tube hydroforming design
Lang L., Alexandrov S., Rynkovskaya M.
This paper presents a semi-analytic rigid/plastic solution for the expansion/contraction of a
Parameters of numerical and analytical ephemerides of the moon use complex systems analysis methods
Zagidullin A., Usanin V., Petrova N., Nefedyev Y., Andreev A.
will not be enough to obtain an exact analytical solution to this problem (before the advent of computers
A New Semi-Analytical Solution for an Arbitrary Hardening Law and Its Application to Tube Hydroforming
Strashnov S., Alexandrov S., Lang L.
The present study consists of two parts. The first part supplies an exact semi-analytical solution
Symbolic-Numeric Integration of the Dynamical Cosserat Equations
Lyakhov D.A., Gerdt V.P., Weber A.G., Michels D.L.
We devise a symbolic-numeric approach to the integration of the dynamical part of the Cosserat

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