Karapetyan John K.
cand. geol. sciences, director and head laboratory of IGES NAS RA
Publications
Analysis of the dependence of the optimal location of the supports along the length of the plate on the ratio of the sides
Issue: #6-2024
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Introduction. Thin-walled structures consisting of thin rods, plates and shells are widely used in modern construction, mechanical engineering, shipbuilding, aircraft manufacturing and other fields.
In the field of engineering structures, there are problems of strength under the action of normal distributed loads on a rectangular plate [6, 7, 8, 9]. In modern structures, elastic isotropic plates under an arbitrary distributed load are of great practical application [10, 11, 12]. In the field of studying the strength and stability of a rectangular plate, it is worth noting the works of S.P. Timoshenko [1], S.A. Ambartsumyan and others. In the field of optimal design of thin-walled structural elements, namely in problems of plate bending, the issues of determining the optimal location of supports have not been sufficiently studied. These issues are considered in the works of V.Ts. Gnuni and A.V. Eloyan [2, 3, 4, 5].
Purpose. The purpose of the work is to determine the optimal location of supports for an elastic rectangular plate in bending problems providing the lowest values of the maximum deflection of the plate.
Materials and methods. An analysis of the dependence of the effect of the optimal location of supports along the length of the plate on the aspect ratio of the plate is presented.
Results. Based on the results obtained, it is possible to significantly improve the performance characteristics of isotropic plates.
Conclusions. Determining the optimal location of supports is of particular interest for studying the strength of structures.
Instrumental Monitoring System for Seismic Safety of Responsible Structures «Gyumri-01»
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The Tests and Results of Engineering and Seismic Monitoring of Objects of Hydraulic Structures of Armenia
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Optimal projecting in the task of bending of rectangular orthotropic piecewise-homogeneous plate
Issue: #6-2021
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On the need to change the calculation schemes for seismic resistance in building codes and rules (BRandR)
Issue: #5-2021
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From the developed new gravitational-vortex theory of seismic stability, it follows that in the design schemes for one-dimensional models there is a fourfold reserve (reserve) for the assessment of forces and moments in the sections of a homogeneous rod. These capabilities make it possible to increase the acceleration on the seismic zoning maps at least twice and to bring the accelerations observed during strong and destructive earthquakes into line with the accelerations used in BRandR.