No. 4 (2023)
Issue published: 5 October 2023
Table of contents
EXACT SOLUTION OF THE PROBLEM OF ACOUSTICS IN AN ARBITRARY MULTILAYER MEDIUM DURING CONTACT INTERACTION WITH A WEDGE SHAPED STAMP
V.A. Babeshko, O.V. Evdokimova, O.M. Babeshko, et al.
No. 4, pp. 5–11
ANALYSIS OF METHODS FOR CONSTRUCTING TRUE DEFORMATION DIAGRAMS OF ELASTOPLASTIC MATERIALS UNDER LARGE DEFORMATIONS
V.G. Bazhenov, D.A. Kazakov, S.S. Kukanov, et al.
No. 4, pp. 12–22
ELASTIC-PLASTIC BEHAVIOR AND FRACTURE OF STRUCTURES WITH LOSS CONCENTRATORS UNDER CYCLIC LOADS
V.S. Bondar, D.R. Abashev, D.Ju. Fomin
No. 4, pp. 23–33
INVESTIGATION OF THE ELECTRO-MAGNETO-ELASTIC STATE OF A FINITE MULTIPLY CONNECTED THIN PLATE
S.A. Kaloerov, A.V. Seroshtanov
No. 4, pp. 34–44
ANALYSIS OF THE STRESS-STRAIN STATE OF ALUMINUM ALLOY D16T UNDER A COMPLEX STRESS STATE ACCOUNTING FOR DAMAGE
D.A. Kosov, D.I. Fedorenkov
No. 4, pp. 45–53
STUDYING GRAPHENE ELECTROMECHANICAL BEHAVIOR BASED ON THE ELASTIC PLATES MOMENT-MEMBRANE THEORY
E.Yu. Krylova, S.H. Sargsyan
No. 4, pp. 54–67
MODELING OF AXIAL COMPRESSION OF V95/10% SiC ALUMINUM MATRIX COMPOSITE UNDER NON-STATIONARY THERMOMECHANICAL CONDITIONS
D.I. Kryuchkov, A.V. Nesterenko, A.G. Zalazinsky
No. 4, pp. 68–76
ESTIMATING PARAMETERS OF PERMISSIBLE DEFECTS IN STRUCTURAL FIBERGLASS BASED ON THEORY OF CRITICAL DISTANCES
M.N. Mullahmetov, D.S. Lobanov, V.A. Melnikova, et al.
No. 4, pp. 77–86
BUILT-IN FIBER-OPTIC MECHANOPHOTOLUMINESCENT SENSOR OF COMPLEX DEFORMED STATE FOR MONITORING VIBRATIONS OF POLYMER COMPOSITE STRUCTURES
A.A. Pan'kov
No. 4, pp. 87–100
INVESTIGATION OF THE STABILITY OF FBG SENSOR MEASUREMENTS UNDER VARIOUS CLIMATIC CONDITIONS
G.S. Serovaev, N.A. Kosheleva
No. 4, pp. 101–109
EXPERIMENTAL AND THEORETICAL INVESTIGATIONS OF STRUCTURAL MECHANISMS AND PLASTIC STRAIN LOCALIZATION EFFECTS IN ALMG6 ALLOY UNDER DYNAMIC LOADING
M.A. Sokovikov, M.Yu. Simonov, V.V. Chudinov, et al.
No. 4, pp. 110–120
BERNOULLI HYPOTHESES IN THE PROBLEM OF BENDING A MECHANICALLY INCOMPRESSIBLE BEAM
V.V. Firsanov
No. 4, pp. 121–129
APPLICATION OF THE FINITE ELEMENT METHOD IN COMBINATION WITH THE CONTACT LAYER METHOD TO DETERMINE THE STRESS-STRAIN STATE OF MULTILAYER BEAMS
A.S. Chepurnenko, V.S. Turina
No. 4, pp. 130–139