• Title/Summary/Keyword: Effective Beam Width Coefficients

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Effective Beam Width Coefficients for Lateral Stiffness in Flat-Plate Structures

  • Park, Jung-Wook;Kim, Chul-Soo;Song, Jin-Gyu;Lee, Soo-Gon
    • KCI Concrete Journal
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    • v.13 no.2
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    • pp.49-57
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    • 2001
  • Flat-plate buildings are commonly modeled as two-dimensional frames to calculate unbalanced moments, lateral drift and shear at slab-column connections. The slab-column frames under lateral loads are analyzed using effective beam width models, which is convenient for computer analysis. In this case, the accuracy of this approach depends on the exact values of effective beam width to account for the actual behavior of slab-column connections. In this parametric study, effective beam width coefficients for wide range of the variations are calculated on the several types of slab-column connections, and the results are compared with those of other researches. Also the formulas for effective beam width coefficients are proposed and verified by finite element analysis. The proposed formulas are founded to be more suitable than others for analyzing flat-plate buildings subjected to lateral loading.

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Modeling Method of Slabs in RC Flat-Plate Structures Under Lateral loading (횡하중을 받는 RC 무량판 구조의 슬래브 모델링 기법)

  • 최정욱;송진규;이수곤;김진상
    • Journal of the Korea Concrete Institute
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    • v.14 no.4
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    • pp.615-622
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    • 2002
  • To reasonably predict the behaviors for RC flat-plate structures, analysis model considering the flexural stiffness of slabs is required. FEMA 273 and ACI 318-99 refer to theoretical analysis models of two-way slab systems under lateral loading but the actual application method is not suggested. In this study, the modeling and application methods of the flat-plates using effective beam concept are suggested. The results of this study are as follows. 1) The effective beam width model suggested in this study is very useful to model flat-Plate structures subjected to seismic loading for three dimensional analysis 2) The result of analysis for idealized flat-plate example using the effective beam widths considering the effect of the slab crack is shown upper value for displacements. Whereas the model considering effective beam width coefficients only is shown upper value for unbalanced moments