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In the revised 2011 Japanese Industrial Standards, headed studs of 10 mm and 25 mm diameters were addressed. However, consideration of their mechanical properties remains insufficient; the shear strength characteristics of headed studs with diameters of more than 25 mm should be considered. To verify the shear strength of headed studs with other diameters, studies have been conducted using various methods. However, few studies have examined their overall shear strength tendencies. In this literature review, therefore, the shear strength tendency is comprehensively evaluated using experimental data from existing push-out test results. The push-out test results were obtained from published studies. Of the 1,002 results, the shear strength characteristics of headed studs were analyzed in terms of the headed stud diameter, slab type, and failure mode. The shear strength of the headed studs in solid slabs was approximately equal to the product of the headed stud tensile strength and total cross-sectional area of the headed stud shaft component. The shear strength value was approximated because the push-out test results were influenced by both the pure shear strength and concrete strength. This tendency was especially prominent in the case of headed stud failure. A similar tendency, although with variations, was observed in the case of concrete failure. The shear strength of headed studs in slabs with a steel deck cut on the flange also showed a trend similar to that in solid slabs. On the other hand, the shear strength of headed studs in slabs with a steel deck across the flange showed a different tendency and was less than that in solid slabs. The specimens having slabs with steel decks across the flange could be classified as those having headed studs welded through a steel deck and those having headed studs directly welded to the flange. However, their shear strength tendency was almost equal. The shear strength of headed studs with a diameter of more than 25 mm in solid slabs gradually decreased with the increasing diameter in both failure modes. Through comprehensive studies, three kinds of shear strength evaluation formulas were derived. Furthermore, the shear strength of the headed studs with a diameter of more than 25 mm were studied by slab type and failure mode.
In the revised 2011 Japanese Industrial Standards, headed studs of 10 mm and 25 mm diameters were addressed. However, consideration of their mechanical properties remains insufficient; the shear strength characteristics of headed studs with diameters of more than 25 mm should be considered. To verify the shear strength of headed studs with other diameters, studies have been conducted using various methods. However, few studies have examined their overall shear strength tendencies. In this literature review, therefore, the shear strength tendency is comprehensively evaluated using experimental data from existing push-out test results. The push-out test results were obtained from published studies. Of the 1,002 results, the shear strength characteristics of headed studs were analyzed in terms of the headed stud diameter, slab type, and failure mode. The shear strength of the headed studs in solid slabs was approximately equal to the product of the headed stud tensile strength and total cross-sectional area of the headed stud shaft component. The shear strength value was approximated because the push-out test results were influenced by both the pure shear strength and concrete strength. This tendency was especially prominent in the case of headed stud failure. A similar tendency, although with variations, was observed in the case of concrete failure. The shear strength of headed studs in slabs with a steel deck cut on the flange also showed a trend similar to that in solid slabs. On the other hand, the shear strength of headed studs in slabs with a steel deck across the flange showed a different tendency and was less than that in solid slabs. The specimens having slabs with steel decks across the flange could be classified as those having headed studs welded through a steel deck and those having headed studs directly welded to the flange. However, their shear strength tendency was almost equal. The shear strength of headed studs with a diameter of more than 25 mm in solid slabs gradually decreased with the increasing diameter in both failure modes. Through comprehensive studies, three kinds of shear strength evaluation formulas were derived. Furthermore, the shear strength of the headed studs with a diameter of more than 25 mm were studied by slab type and failure mode.
In this paper, composite beams reinforced by cover plate partially attached on the lower flange are proposed in order to save steel weight. To avoid distortion raised by welding and minimize the fabrication cost, the cover plate is welded to the lower flange only at both ends and two intermediate points. Design formulae for calculating strength and elastic stiffness of such composite beams are developed based on equilibrium of stress and compatibility of deformation. Full-scale vertical loading tests are performed on three composite beam specimens. The cover plate of the first specimen is welded at both ends and two intermediate points, while that of the second one is welded continuously. The last one is a conventional composite beam without a cover plate. The test results show that the welding types give little effects on strength and elastic stiffness of the beams. The proposed formulae show good agreement with the test results.
We collected push-out test results from researches, and analyzed characteristics of shear strength of headed stud from 1002 results, using headed stud diameter, types of slab, and failure modes. As a result, the shear strength of headed stud in solid slab are substantially equal the products of headed stud tensile strength and total cross-sectional area of shaft component of headed stud. Some of the specimens having steel deck slab shows different tendency. The shear strength of more than 25mm diameter of headed stud in solid slab has a tendency that strength gradually decrease in a response to becoming larger diameter.
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