Journal
THIN-WALLED STRUCTURES
Volume 174, Issue -, Pages -Publisher
ELSEVIER SCI LTD
DOI: 10.1016/j.tws.2022.109104
Keywords
Steel plate shear wall; Corrugated wall plate; Shear buckling stress; Local shear buckling; Global shear buckling; Interactive shear buckling
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Funding
- National Natural Science Foundation of China [51378340, 51678406, 51878447]
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This paper investigates the elastic shear buckling behavior of trapezoidally corrugated wall plates in vertically or horizontally Corrugated Steel Plate Shear Walls (CoSPSWs) with constraints from neighboring subpanels and boundary frame members. The study finds that the constraints from boundary frame members along the corrugated edges have a significant influence on the shear buckling behavior, while the constraints along the straight edges have a negligible influence. Various factors such as plate thickness, straight edge length, corrugated edge length, inclined subpanel width, corrugation angle, and corrugation depth affect the global shear buckling stress of corrugated wall plates.
This paper deals with the elastic shear buckling behavior of trapezoidally corrugated wall plates in vertically or horizontally Corrugated Steel Plate Shear Walls (CoSPSWs) considering constraints from neighboring subpanels and boundary frame members through eigenvalue buckling analyses and static analyses. Results showed that constraints from boundary frame members along the corrugated edges of wall plates had obvious influences on the shear buckling behavior, while constraints along the straight edges had negligible influence. When the waveform configuration remained the same, the global shear buckling stress of corrugated wall plates increased slightly with the plate thickness, reduced obviously with the straight edge length but barely changed with the corrugated edge length. When the external dimension and thickness remained the same, the global shear buckling stress of corrugated wall plates increased most significantly with the inclined subpanel width, corrugation angle, or corrugation depth. Formulas were proposed for the local shear buckling coefficient, global shear buckling coefficient and interactive shear buckling correlation coefficient of vertically and horizontally corrugated wall plates in CoSPSWs considering constraints from neighboring subpanels and the boundary members. A mode factor was defined to predict the dominant shear buckling mode, and a comprehensive formula was proposed to calculate the shear buckling stress of corrugated wall plates, with good accuracy within the given ranges of geometric parameters from practical engineering.
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