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Computational ModelingTwo basic modeling approaches can be considered for collapse analysis of structural systems: (1) detailed modeling, which uses highly refined solid and/or shell element meshes to represent nonlinear material behavior and fracture, and (2) reduced modeling, which uses a much smaller number of beam and spring elements. Reduced models can be analyzed much more rapidly than detailed models, making them well suited for collapse analysis of complete structural systems. Because of the complexities of the nonlinear behavior that connections exhibit under collapse scenarios, physical tests are indispensable for establishing confidence in both detailed and reduced modeling approaches.
Steel Gravity Frames with Composite
Steel Moment Frames
The response of steel beam-column assemblies with moment connections under monotonic loading conditions simulating a column removal scenario has been investigated computationally. Two beam-column assemblies were analyzed, which incorporate (1) welded unreinforced flange, bolted web (WUF-B) connections and (2) reduced beam section (RBS) connections. Detailed models of the assemblies have been developed, which use highly refined solid and shell elements to represent nonlinear material behavior and fracture. Reduced models were also developed, which use a much smaller number of beam and spring elements and are intended for use assess the susceptibility of complete structural systems to disproportionate collapse. Computational results were compared with the results of full-scale tests described in the companion paper, and good agreement was observed, demonstrating that both the detailed and reduced models are capable of capturing the predominant response characteristics and failure modes of the assemblies, including the development of tensile forces associated with catenary action and the ultimate failure of the moment connections under combined bending and axial stresses.
|Cast-in-Place Concrete Moment Frames|
The response of cast-in-place concrete beam-column assemblies under monotonic loading conditions simulating a column removal scenario has been investigated computationally. Two beam-column assemblies were analyzed; one assembly was part of an intermediate moment frame and the other was part of a special moment frame. Two types of models were developed: (1) detailed models with highly refined solid and beam elements to represent the nonlinear material behavior of concrete and reinforcement, and (2) reduced-order models with significantly fewer beam and spring elements to represent the nonlinear behavior of structural components. The computational results were compared with experimental data from full-scale tests, and good agreement was observed, which demonstrates the capability of the detailed and reduced models to capture the primary response characteristics and failure modes, including the successive development of compressive arching action and catenary action in the beams and the fracture of reinforcing bars at the beam-column interface.