Vibration Response of Ultra-Shallow Floor Beam (USFB) Composite Floors
Tsavdaridis, K. ORCID: 0000-0001-8349-3979, Giaralis, A. ORCID: 0000-0002-2952-1171, Wang, Z. & Ferreira, F. P. V. (2024). Vibration Response of Ultra-Shallow Floor Beam (USFB) Composite Floors. Proceedings of the Institution of Civil Engineers: Structures and Buildings, 177(12), pp. 1056-1068. doi: 10.1680/jstbu.23.00043
Abstract
This paper examines the vibration response of the steel-concrete composite Ultra Shallow Floor Beam (USFB®) flooring system which incorporates asymmetric steel perforated beams to accommodate the concrete floor slab within the depth of the flanges while allowing reinforcement and/or service ducts to pass through the web openings. This is a lightweight flooring system that can accommodate long spans, thus becoming susceptible to floor vibrations due to external resonant dynamic loads. To investigate the influence of slab thickness and boundary conditions on the natural frequencies of the USFB flooring system, parametric studies are conducted using a finite element model and five floor spans. The model was first validated against an experimental test conducted by the authors. Emphasis is placed on the fundamental frequency to predict the possibility of resonance of this complex flooring system with typical human-induced dynamic loads in building structures. To further facilitate the practical numerical modelling and vibration analysis of buildings with USFB floors in standard commercial structural software, an analytical method of deriving equivalent isotropic plate properties is developed and its accuracy is numerically verified vis-à-vis with detailed ABAQUS models.
Publication Type: | Article |
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Additional Information: | This author accepted manuscript is provided for your own personal use only. It may not be used for resale, reprinting, systematic distribution, emailing, or for any other commercial purpose without the permission of the publisher |
Publisher Keywords: | Ultra-Shallow Floor Beam; Vibration Modes; Natural Frequencies; Finite Element Methods; Composite Structures |
Departments: | School of Science & Technology School of Science & Technology > Engineering |
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