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Details

Autor(en) / Beteiligte
Titel
An axial semi-rigid connection model for cross-type transverse branch plate-to-CHS joints
Ist Teil von
  • Engineering structures, 2019-02, Vol.181, p.413-426
Ort / Verlag
Kidlington: Elsevier Ltd
Erscheinungsjahr
2019
Quelle
Alma/SFX Local Collection
Beschreibungen/Notizen
  • •Develops a model to predict the semi-rigid performance of branch plate-to-CHS joint.•FE model for X-type branch plate-to-CHS joints is calibrated by test results.•Simplified theoretical formula for axial initial rigidity of the joints is created.•Parametric study on 7 parameters is carried out and their formulas are established.•Comparison analysis results show the axial semi-rigid model has a good reliability. This study is aimed to develop a model to accurately predict the semi-rigid performance of branch plate-to-circular hollow section (CHS) joints for tubular structures. First of all, a finite element (FE) model for cross-type transverse branch plate-to-CHS (CTTPCHS) joints is calibrated by test results. Based on the improved Menegotto-Pinto equation and the axial load-local deformation curves that are resulted from the calibrated FE model, an axial semi-rigid connection model for CTTPCHS joints is established, which has 7 parameters including the axial initial stiffness. Then, the method to obtain 7 parameters is determined, and a theoretical formula for axial initial stiffness of the joints is established based on the quarter-circular arch model. The complex expression of the formula is simplified to the product of an exponential function and a power function. In addition, a numerical parametric study on 7 parameters is carried out by the calibrated FE model. And based on the results of parametric analysis and multivariate nonlinear regression analysis, the parametric formulas for the 7 parameters are established. Finally, a comparison between the FE analysis results and the semi-rigid connection model calculation results from the parametric formulas is made, which shows the axial semi-rigid connection model a good reliability.

Weiterführende Literatur

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