STUDY THE OSCILATIONS OF DISCRETE-CONTINUOUS SYSTEM BY IMPULSE IMPACT

STUDY THE OSCILATIONS OF DISCRETE-CONTINUOUS SYSTEM BY IMPULSE IMPACT

Authors

DOI:

https://doi.org/10.52340/building.2024.01.69.01

Keywords:

buildings, impulse action, seismic regions, seismic codes, discrete-continuous system

Abstract

Today, the main methods for assessing seismic resistance and calculating seismic loads involve calculating a static load, mainly horizontal, which is considered equivalent to the seismic load.  Initially, these design static loads were defined as inertial forces equal to the mass of the building multiplied by the seismic acceleration of the ground. This approach is called the static calculation method.

    Under impulse action, the displacements of the elastic-plastic system are smaller compared to displacements during elastic vibrations. In the case of an elastoplastic system, oscillation after the end of the pulse is presented, which occurs due to residual plastic displacement.    Under impulse action, the same acceleration can be caused by different types of velocities corresponding to the values of displacement and forces. Therefore, in the area adjacent to a tectonic fault, where the impact is of a pulsed nature, it is appropriate to take not acceleration, but speed, as the zone of seismic regions.    

In the case of a re-strike, depending on at what point in the swing the re-strike occurs, the result will be different. According to the physical law of material, the force cannot exceed the limit value, and it can be significantly reduced by reducing it. And if movements are not limited, they can increase significantly.

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Author Biographies

Gela Kipiani, Georgian Technical University

Civil Engineering, Construction machines

Malkhaz Tsikarishvili, Georgian Technical University

Civil Engineering, Engineering Mechanics and Technical expertise of construction

Ana Tabatadze, Georgian Technical University

Civil Engineering, Engineering Mechanics and Technical expertise of construction

References

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Kapanadze Giorgi, Kakhaia Kakhi and Kipiani Gela. On a certain problem of finding of equal-strength contour for elastic half-plane weakened by periodically arranged holes and cuttings onborder//Georgian International Journal of Science and Technology. Nova Publishers, New York 2013,volume 5, number ¾, 2013, pp. 157-165.

Kipiani Gela, Rajczyk Marlena, LausovaLenka. Influence of Rectangular holes on the stability of hree-layer plates // Applied Mechanics and Materials Vol 711 (2015) p.p. 397-401. Trans Tech Publications, Switzerland. Doi: 10.4028 /www.scientific.net/AMM.771.397

Kipiani Gela. Definition of critical loading on a three-layered plate with cuts by the transition from static problem to stability problem//Contemporary Problems in Architecture and Construction. Selected, peer-reviewed papers at the 6 th International Conference on Contemporary Problems of Architecture and Construction, June 24-27, 2014, Ostrava, Czech Republic. Edited by Darja Kubeckova. Trans Tech. publications LTD, Switzerland, 2014, pp. 143-150.

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Kipiani Gela, Kristesiashvili Elina,Tabatadze Ana, Tsikarishvili Malkhaz, Tabatadze Demuri. STUDY OF LONGITUDINAL AND TORSIONAL OSCILATIONS OF DISCRETE-CONTINUOUS SYSTEM BY IMPULSE IMPACT. // Tashkent International Congress on Modern Sciences- III . April22-23 Tashkent, Uzbekistan. 2024. pp.556-565.

Kipiani Gela, Fundamentals of the applied theory of oscillations. Published by Universal.Tbilisi 2023, 234p.

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Published

2024-07-02

How to Cite

Kipiani, G., Tsikarishvili, M., & Tabatadze, A. (2024). STUDY THE OSCILATIONS OF DISCRETE-CONTINUOUS SYSTEM BY IMPULSE IMPACT. Scientific-Technical Journal "BUILDING", 1(69), 5–13. https://doi.org/10.52340/building.2024.01.69.01

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