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Title
Authors
Vol 18, No 3 (2022)
Volumetric element with vector approximation of the desired values for nonlinear calculation of the shell of rotation
Gureeva N.A., Kiseleva R.Z., Kiselev A.P., Nikolaev A.P., Klochkov Y.V.
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(Rus)
Vol 20, No 1 (2024)
Mixed FEM for Shells of Revolution Based on Flow Theory and its Modifications
Kiseleva R.Z., Kirsanova N.A., Nikolaev A.P., Klochkov Y.V., Ryabukha V.V.
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(Eng)
Vol 19, No 2 (2023)
Numerical modeling of nonlinear deformation processes for shells of medium thickness
Sagdatullin M.K.
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(Rus)
No 1 (2011)
COMPARATIVE APPRASAL OF VARIANTS OF INTERPOLATION DISPLACEMENT FIELDS ON THE EXAMPLES OF THE PROBLEM AXIALLY SYMMETRIC THE LOADED SHELL OF REVOLUTION
Klochkov J.V., Nikolaev A.P., Marchenko S.S., Shubovich A.A.
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(Rus)
No 5 (2015)
CALCULATION OF THIN SHELLS ON THE BASIS OF THE TRIANGULAR FINAL ELEMENT WITH THE CORRECTING LAGRANGE'S COEFFICIENTS
KLOCHKOV Y.V., VAKHNINA O.V., KISELEVA T.A.
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(Rus)
No 2 (2012)
IMPROVEMENT OF AN APPROXIMATION SCHEMEFOR ROD FINITE ELEMENT DISPLACEMENTS TO ANALYZETHE REINFORCED PLATES
Serpik I.N., Shviryaev M.V., Tyutyunnikov A.I.
PDF

(Rus)
Vol 16, No 5 (2020)
Stress-strain state of shell of revolution analysis by using various formulations of three-dimensional finite elements
Gureeva N.A., Klochkov Y.V., Nikolaev A.P., Yushkin V.N.
PDF

(Mlt)
Vol 16, No 2 (2020)
Comparative analysis of finite element formulations at plane loading of an elastic body
Gureeva N.A., Nikolaev A.P., Yushkin V.N.
PDF

(Rus)
No 3 (2013)
CONSTRUCTION OF A TRIANGULAR FINITE ELEMENT FOR THIN SHELL CALCULATION ON THE BASE OF THE LIMIT SCHEME OF FINITE ELEMENT ANALYSIS
Serpik I.N., Udalov S.E., Serpik L.G.
PDF

(Rus)
Vol 16, No 1 (2020)
Accounting for geometric nonlinearity in finite element strength calculations of thin-walled shell-type structures
Klochkov Y.V., Nikolaev A.P., Ishchanov T.R., Andreev A.S., Klochkov M.Y.
PDF

(Rus)
No 3 (2013)
A FINITE ELEMENT ANALYSIS OF AXISYMMETRIC LOADED SHELLS OF REVOLUTION WITH A BRANCHING MERIDIAN UNDER ELASTIC-PLASTIC DEFORMING
Klochkov Y.V., Nikolaev A.P., Dzhabrailov A.S.
PDF

(Rus)
Vol 15, No 2 (2019)
Numerical analysis of the stress-strain state of thin shells based on a joint triangular finite element
Klochkov Y.V., Nikolaev A.P., Vakhnina O.V.
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(Rus)
No 2 (2015)
COMPARATIVE ANALYSIS OF SCALAR AND VECTOR FORMS OF APPROXI- MATIONS IN A FEM AFTER THE V.V. NOVOZHILOV'S RELATIONS FOR ELLIPTIC CYLINDER
KLOCHKOV Y.V., NIKOLAEV A.P., ISHCHANOV T.R.
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(Rus)
No 3 (2017)
A MATHEMATICAL MODEL OF DISCRETIZATION OF ARTICULATED AXISYMMETRIC SHELLS WITH DIFFERENT VALUES OF PHYSICAL-MECHANICAL CHARACTERISTICS OF MATERIALS
KLOCHKOV Y.V., NIKOLAEV A.P., KISELEVA T.A., ANDREEV A.S.
PDF

(Rus)
No 6 (2014)
ACCOUNT OF THE SHIFT AS RIGID BODY OF SHELL OF REVOLUTION AXIALLY SYMMETRIC LOADED ON THE BASE OF FEM
Kiselev A.P., Kiseleva R.Z., Nikolaev A.P.
PDF

(Rus)
No 5 (2016)
FINITE ELEMENT ANALYSIS 0F STRESS-STRAIN STATE OF SHELLS OF REVOLUTION WITH TAKING INTO ACCOUNT THE STRAIN OF TRANSVERSAL SHEARING
Klochkov Y.V., Nikolaev A.P., Ischanov T.R.
PDF

(Rus)
No 6 (2015)
MATHEMATICAL MODEL OF DISCRETISATION OF CYLINDER WITH ELLIPTIC BOTTOM FROM HETEROGENEOUS MATERIALS
KLOCHKOV Y.V., KISELEVA T.A., VAKHNINA O.V.
PDF

(Rus)
1 - 17 of 17 Items

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