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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.
THE LOCAL STRESS-STRAIN STATE OF A CYLINDRICAL SHELL ON THE BASIS OF THE THREE-DIMENSIONAL EQUATIONS OF THE THEORY OF ELASTICITY
Firsanov V.V.
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.
Comparative analysis of finite element formulations at plane loading of an elastic body
Gureeva N.A., Nikolaev A.P., Yushkin V.N.
TRANSFORMATION ELEMENT BETWEEN THE DEPENDENCE OF THE FRAC- TURE MECHANICS AND THE EQUATIONS OF THE REINFORCED CONCRETE THEORY IN THE CONDITIONS OF A COMPLEX RESISTANCE
DEM'YANOV A.I., YAKOVENKO I.A., KOLCHUNOV V.I.
FLAT PROBLEM OF THEORY OF JUMP IN BASE METHOD OF FINAL ELEMENTS IN MIXED UNDERSTANDING IN ACCOUNT PHYSICAL NONLINEARITY
Gureeva N.A., Ar'kov D.P.
FEATURES OF THE IMAGE OF PROCESS OF FORMATION OF SURFACES IN AUTOCAD SYSTEM
Romanova V.A.
ARBITRARY SHELL ANALYSIS BASED ON FEM IN MIXED FORMULATION WITH THE APPLICATION OF APPROXIMATION OF TENSOR FIELDS
GUREEVA N.A., KLOChKOV Y.V., NIKOLAEV A.P.
FEATURES OF THE IMAGE OF PROCESS OF FORMATION OF SURFACES IN AUTOCAD SYSTEM
Romanova V.A.
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