Skip to main content

Response modification factor evaluation for vertically irregular MRF buildings

Research Authors
Momen Mohamed. M. Ahmed, Mohamed Abdel-Basset Abdo, Waleed Abo El-Wafa Mohamed
Research Department
Research Date
Research Year
2023
Research Journal
ICE, Structures and Buildings
Research Publisher
Proceedings of the Institution of Civil Engineers – Structures and Buildings,
Research Vol
https://doi.org/10.1680/jstbu.22.00146
Research Rank
Q2
Research_Pages
1-15
Research Abstract

Most design codes evaluate the non-linear seismic performance of structures using the response reduction/modification factor (R). The value of R is sensitive to a variety of factors in terms of overall ductility and over-strength. In this work, actual R values were assessed for vertical irregularity cases for reinforced concrete bare buildings with moment-resisting frames (MRFs). A significant relationship between R and the vertical irregularity index, calculated from the relative stiffness between adjacent storeys, was derived. Three-dimensional numerical modelling was carried out for soft storey and setback irregularity scenarios using Etabs. Modal pushover analysis was used to obtain the inelastic seismic capacity. It was found that vertically irregular buildings have weak inelastic seismic capacities compared with regular buildings. So, before the design stage, R should be scaled down by 15–40% for single and combined vertical irregularity scenarios. Structures with a combined asymmetric setback with a soft ground storey were found to have the worst R value and R was sensitive to the vertical irregularity index (Vtm) that has R-squared of 80%. So, the vertical irregularity index can be used to specify the allowable vertical irregularity ratio, location and combination of vertical irregularities for each seismic zone. 

Keywords: concrete structures/ductility/dynamics/earthquake/modal non-linear pushover analysis/modification factor (R)/over-strength/response reduction/seismic engineering/structural analysis/vertical geometric irregularity

Research Rank
International Journal