Abstract

This paper investigates effects of the seismic load to a structure. The article describes main methods of the definition and practical application of the seismic load based on the Standard Eurocode 8. There was made a comparison of all methods using the same structure. A simple two-storeyed concrete 2D-frame with fixed joints was chosen. A one another model with rigid beams for some calculations was defined. The second model can be used for hand-calculations as a cantilever with two masses. The paper describes main dynamic properties of the chosen structure. Seismic load was defined by lateral force method, modal response spectrum, non-linear time-history analysis and pushover analysis. The time-history analysis is represented by accelerograms. There were made linear and non-linear calculations.

Highlights

  • For a calculation of the seismic response, the linear state of stress is commonly used

  • Pushover analysis is the last method of the Eurocode 8 (EC8) [1] for the calculation of the seismic response

  • Hand calculations of dynamical characteristics were made. These values were used for the hand calculation of the response from the spectrum

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Summary

Introduction

For a calculation of the seismic response, the linear state of stress is commonly used. A two-storeyed concrete frame with a uniformly distributed load was used This simple structure was chosen because of the possibility to applicate all methods. Lateral force method is a static and linear (linear behaviour of the material) calculation using horizontal forces as a seismic load. By this method a high frequency cannot have the decisive influence. Non-linear static (pushover) analysis is the last type of the seismic calculations from the EC8 [1]. In this standard, the most used version – N2 method – is used. For example [6,7,8,9] are dealing with this issue as well

Model of the structure and material parameters
Software
Dynamic properties of the structure
Lateral force method of analysis
Hand calculation
Time-history analysis
Comparison to the response spectrum
Hand calculations of the frame with flexible beams by pushover analysis
Hand calculations of the frame with rigid beams by pushover analysis
Findings
Comparison and conclusion
Full Text
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