Free vibration measurement of beams using Hertz’s method-Reference-Cited by-同舟云学术

Free vibration measurement of beams using Hertz’s method

Published:2024-06-13 Issue:3 Volume:26 Page:242-252
ISSN:2310-0044
Container-title:Vestnik Tomskogo gosudarstvennogo arkhitekturno-stroitel'nogo universiteta. JOURNAL of Construction and Architecture
language:
Short-container-title:Vestnik Tomskogo gosudarstvennogo arhitekturno-stroitelnogo universiteta

Author:

Kartopoltsev V. M.¹^ORCID

Affiliation:

1. OOO “DIAMOS”

Abstract

The paper deals with the problem of measuring free vibrations of metal bridge beams using the general theory of the body collision by Hertz’s method. The load-beam dynamic interaction considers inertia and acceleration in the oscillation process of bodies and presents an up-to-date contact theory of elasticity and elastoplastic deformation.Purpose: The aim of this work the numerical solution of the contact problem suggested by L.I. Malament and the general theory of small elastoplastic deformation, load/impact dependences of the beam, collision of bodies and their inertia and acceleration in time.Research findings: The measurement of free vibrations of bridge span beams is improved in practical conditions, which meet the modern requirements of the theory of vibrations under the dynamic load.

Publisher

Tomsk State University of Architecture and Building

Reference21 articles.

1. Kirillov V.S. Operation and reconstruction of bridges and pipes on highways. Moscow: Transport, 1971. 196 p. (In Russian)

2. Kartopoltsev V.M., Kartopoltsev A.V., Cherepanov D.N. Improvement of curricula for in-depth training of transport construction specialists by expanding the levels of competence. In: Proc. 29th Int. Sci. Conf. “Natural Intellectual Resources of Siberia”. Tomsk, 2023. Pp. 34−73. (In Russian)

3. Duvet P. Clark, Bonenblust K. Behavior of long beams under shock load. Mechanics. Mos-cow, 1950. Pp. 53−63. (Russian translation)

4. Rakhmatulin H.A., Demyanov Yu.A. Strength under intense short-term loads. Moscow, 1961. 399 p. (In Russian)

5. Koiter V.T. General theorems of the theory of elastoplastic media. Moscow, 1968. 78 p. (Russian translation)