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A continuous-discrete approach for pre-design of flexible-base tall buildings with fluid viscous dampers

  • Universidad Autónoma de México (UNAM)
    ,
  • Universidad Michoacana de San Nicolas de Hidalgo
Research Output:
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Article
Peer-review

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FWCI
0.56
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Author count
3
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Paper percentile
57
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Citations
18
Scopus
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19

Abstract

An equivalent coupled-two-beam (CTB) discrete model is presented to compute the dynamic response in time domain of flexible-base buildings with linear fluid viscous dampers (FVDs). The equivalent model consists of a flexural cantilever beam and a shear cantilever beam connected in parallel by a finite number of axially rigid members that allows the consideration of intermediate modes of lateral deformation. The effects of different lateral deformations on the pre-design stage of two high-rise buildings are showed considering four soil types (hard rock, dense soil, stiff soil and soft soil) and three different distribution methods for linear FVDs: uniform-distribution (UD), story-shear-proportional-distribution (SSPD) and story-shear-strain-energy-distribution (SSSED). For UD method, the damping coefficients of FVDs increase as the flexural rigidity of the building decreases; whereas for SSPD and SSSED methods, the damping coefficients of FVDs vary along the height depending on the type of lateral deformation. For the three distribution methods and the same lateral deformation, the damping coefficients of FVDs decrease as the soil flexibility increases, which leads to a significant decrease in controlling earthquake-induced vibrations and wind-induced vibrations in the two high-rise buildings on a soft soil.

Publication Information

Output type

Research Output:
Contribution to journal
Article
Peer-review

Original language

English

Article number

106042

Journal (Volume, Issue Number)

Soil Dynamics and Earthquake Engineering (Volume 131)

Publication milestones

  • Published - 04/2020

Publication status

Published - 04/2020

ISSN

0267-7261

Publication IDs

  • WOS: 000527311300026
  • Scopus: 85078082707