Analysis and Design of Plated Structures, Volume 2: by N E Shanmugam, C M Wang

By N E Shanmugam, C M Wang

Metal and different varieties of plated buildings are utilized in quite a few functions from aircrafts to ships and offshore systems to bridges, strength vegetation and cranes. A key factor within the use of those constructions is their balance behaviour lower than compressive tension. research and layout of plated constructions studies the wealth of analysis during this vital quarter and its implications for layout, safeguard and maintenance.

The booklet considers many of the different types of buckling that plated buildings are inclined to come upon. Chapters additionally evaluate buckling in quite a number fabrics from metal to differing kinds of composite. The ebook additionally discusses the behaviour of different types of parts utilized in steel-plated constructions. those elements contain metal beams and columns in addition to curved, stiffened, corrugated, laminated and different sorts of plate design.

With its exceptional editors and foreign group of individuals, research and layout of plated buildings is an invaluable general reference for civil engineers eager about the layout of plated structures.

  • Discusses the behaviour of metal and different plated buildings whilst less than stress
  • Extensive assurance of the main learn during this vital area
  • Compiled via a global group of wonderful contributors

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Extra info for Analysis and Design of Plated Structures, Volume 2: Stability

Example text

0. e. e. flange tapered beams with constant web depth). It can be seen from the figures that while the reductions in gM due to increasing flange taper are quite large, those due to increasing web taper are much less. 0 loading case (the latter case has been shown in Trahair and Bradford (1998) to be the safest loading condition for uniform beams), and that this trend increases as the taper parameters af and aw decrease. The lateral buckling of a tapered beam loaded by a uniformly distributed load w shown in Fig.

And Akhtar, S. (1979), Stability of tapered and haunched members. Proceedings, Institution of Civil Engineers, London, 67, Part 2, 677–694. Kitipornchai, S. S. (1972), Elastic stability of tapered I-beams. Journal of the Structural Division, ASCE, 98(ST3), 713–728. L. L. (1972), Design of tapered members. Bulletin No. 173, Welding Research Council, USA. L. C. (1974), Allowable stress for web tapered beams. Bulletin No. 192, Welding Research Council, USA. Nakane, K. (1984), The design for instability of non-uniform beams.

5 0. 4 0 1. 11 Reduction in elastic buckling load due to tapering. where the ratio of the design bending moment to the section capacity is greatest. 5L for a tapered beam. 2 Design recommendation The method of ‘design by buckling analysis’ (Trahair and Bradford, 1998; Trahair et al. 4, which were derived on the basis of an accurate finite element analysis, and allows these to be used to predict accurate design strengths. These curves Lateral buckling of tapered steel members 23 can be used to calculate the elastic lateral buckling moment Mob at the critical cross-section, defined again as the cross-section where the ratio of the design bending moment to the section capacity is greatest.

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