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Vladimir Lalin
Position
Professor
Affiliation
Peter the Great St. Petersburg Polytechnic University
Degree
Doctor of Technical Sciences
Publications
Bending of geometrically nonlinear cantilever beam. Results obtained by Cosserat — Timoshenko and Kirchhoff’s rod theories
- Year: 2015
- Issue: 1
- 171
- 8753
- Pages: 39-55
Variational formulations for non-linear problems with independent rotational degrees of freedom
- Year: 2015
- Issue: 4
- 53
- 5583
- Pages: 54-65
The effect of construction joints and cracks on the stress-strain state of the arch-gravity dam
- Year: 2013
- Issue: 5
- 18
- 4700
- Pages: 76-85
Variational functionals for two-dimensional equilibrium and stability problems of Cosserat-Timoshenko elastic rods
- Year: 2013
- Issue: 1
- 26
- 5588
- Pages: 87-96
A model of continuous granular medium. Waves in the reduced Cosserat continuum
- Year: 2012
- Issue: 5
- 20
- 4989
- Pages: 65-71
About the continuous spectrum of vibrations of beam construction elements under high-frequency effects
- Year: 2012
- Issue: 1
- 13
- 5172
- Pages: 91-97
The Finite Elements Research for Calculation of Thin-Walled Bar Systems
- Year: 2012
- Issue: 1
- 52
- 5943
- Pages: 53-73
The finite elements for design of building walling made of thin-walled beams
- Year: 2011
- Issue: 8
- 61
- 5940
- Pages: 69-80
The effect of perforations on the deformability of welded beam with corrugated webs
- Year: 2019
- Issue: 3
- 125
- 6187
- Pages: 18-34
The semi-shear theory of V.I. Slivker for the stability problems of thin-walled bars
- Year: 2019
- Issue: 3
- 139
- 6628
- Pages: 66-79
Static accounting of highest modes in problems of structural dynamics
- Year: 2019
- Issue: 4
- 317
- 7048
- Pages: 3-13
Nonlinear deformation and stability of geometrically exact elastic arches
- Year: 2019
- Issue: 5
- 201
- 6731
- Pages: 39-51
Сoordinate functions quadratic approximation in V.I. Slivker’s semi-shear stability theory
- Year: 2019
- Issue: 5
- 130
- 5408
- Pages: 115-128
Mixed finite-element method in V.I. Slivker’s semi-shear thin-walled bar theory
- Year: 2019
- Issue: 5
- 171
- 5947
- Pages: 79-93
Methodology for calculation and design of earthquake-resistant vibroisolated turbine foundations
- Year: 2021
- Issue: 2
- 164
- 5812
- Pages: 10205-10205