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About development of numerical methods of analysis of spatial plate-shell reinforced concrete structures with allowance for non-linearities
Belostosky A.M., Karpenko N.I., Akimov P.A., Sidorov V.N., Karpenko S.N., Petrov A.N., Kaytukov T.B., Kharitonov V.A.
The distinctive paper is devoted to development of numerical methods of spatial plate
Пространственная организация поляризованных ландшафтов Российского Приазовья
Kushnir, K. V., Кушнир, К. В.
Specific feature of the spatial development of the russian Azov region’s territories is pronounced
The evolution of the trabecular bone at a constant combined loading
Shigapova F., Gerasimov O., Sachenkov O.
and the problem of uniform compression with stress tensor rotation at a predetermined angle. We have calculated
Removal of the false targets in the issues of spatial triangulation by projective geometry methods
Dragovic M., Cucakovic A., Srekovic M., Shambina S.L.
), suitable materials search (regarding durability, reliability, technical feasibility and optimal solutions
Spatial anomalies in spectral-kinetic properties of Pr3+ - Doped LiY1-xLuxF4 mixed crystals
Gorieva V.G., Lyapin A.A., Korableva S.L., Ryabochkina P.A., Semashko V.V.
© 2020 We present the spectral-kinetic including excited state absorption spatial
Simulation design of PNL device for determining the spatial position of hydraulic fractures in three-dimensional space
Khamiev M., Kosarev V., Goncharova G.
The usage of modeling techniques allows to optimize the materials and construction of the neutron
Microconvection in vertical channel at given heat flux
Бекежанова, Виктория Бахытовна, Шефер, Илья Александрович
of the spatial characteristic perturbations is analyzed in the space of problem parameters. Typical forms
Generally covariant nonlinear electrodynamics with a tensor potential
Shipov G.I.
A generally covariant nonlinear electrodynamics with a tensor potential, constructed in analogy
Non-reductive homogeneous spaces, admitting affine connections
Можей, Н. П., Mozhey, N. P.
and torsion tensors, holonomy algebras. We describe all three-dimensional non-reductive homogeneous spaces
Equiaffine Connections on Three-Dimensional Pseudo-Riemannian Spaces
Mozhey, N. P., Можей, Н. П.
(locally equiaffine) connections, torsion tensors and Ricci tensors are written out in explicit form.

Страница 12 из 4862

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