Abstract

The type and the properties of the soil can potentially intensify the internal forces on buildings during seismic loads. To predict the effects of the soil parameters on the soil–structure interaction of buildings, it is necessary to consider the soil–structure interaction (SSI) in the modeling process. Therefore, this document aims to evaluate the seismic effect on the maximal displacement and inter-story drift, and evaluate the behavior of buildings under the second-order effect known in the literature as the P-delta effect. For this purpose, three cases of buildings with 5, 10 and 15 stories were modelled using a FLAC 2D finite-difference element calculation software with infinite soil conditions, including five types of base with four types of soil (one cohesive soil and three non-cohesive soils) considering the soil–structure interaction and a fixed base (without soil–structure interaction). According to the results for the above-mentioned boundary, as the height of the building increases and due to the weak properties of the soil, we notice that the maximal displacements and inter-story drift increase considerably. To that purpose, we recommend considering the second-order effect in seismic design, especially for non-cohesive soil.

Highlights

  • The latest research has shown that the interaction between soil and structure is a critical factor in the analysis of structures

  • In order to consider the dynamic soil–structure interactions in such a precise way, using the infinite elements of the soil to avoid the reflection of seismic waves, the results showed that the effects of the SSI generate values of moments due to

  • A soil–structure interaction model has been developed, using finite difference software (FLAC 2D), which is a powerful tool for this type of analysis

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Summary

Introduction

The latest research has shown that the interaction between soil and structure is a critical factor in the analysis of structures. An analysis of the impact of SSI was conducted to see the impact of the interaction of the soil structure, by changing the number of floors to 5, 8 and 10 floors and using four soil types, a fixed base and an acceleration spectrum with a maximum value of 0.24 g. For this purpose, several numerical models were used in the finite element calculation program FLAC 2D.

Model Description
Material Properties
Earthquake Description
Damping
Lateral Deflection Results
Discussion
Drift Results
Maximum Second-Order Moment Results
Maximum
12. Maximum second-order moment case of an
Conclusions
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