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Frontiers of Structural and Civil Engineering

ISSN 2095-2430

ISSN 2095-2449(Online)

CN 10-1023/X

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2018 Impact Factor: 1.272

Front Struc Civil Eng    2012, Vol. 6 Issue (3) : 210-216    https://doi.org/10.1007/s11709-012-0165-7
RESEARCH ARTICLE
Concepts and implementation of strain-based criteria in design codes for steel structures
Reidar BJORHOVDE()
The Bjorhovde Group, Tucson, Arizona 85750 USA
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Abstract

A uniaxial tension test is commonly used to determine the mechanical properties of steel, but it has no meaning for the response of the material in a structure. The test was developed as a consensus solution by producers, fabricators, designers and code writers, to have a standard by which similar materials could be compared to a common base. It does not represent the actual behavior of the steel in a structure, and was never intended to do so. To study the true behavior of the structure and how the material responds it would be better to determine the strains and deformations that will take place during actual service condition. Such characteristics reflect the real behavior, whether in the elastic or inelastic range. If stresses or forces are needed, these are easily determined by the value of the strain and the relevant material modulus, along with the type of cross section, whether elastic or inelastic. The paper addresses the properties of a range of structural steels, how these are incorporated into design standards and how the standards define deformation characteristics and demands for bolted and welded connections.

Keywords steel      stress-strain characteristics      tension test      strain design      actual behavior      improved design codes     
Corresponding Author(s): BJORHOVDE Reidar,Email:rbj@bjorhovde.com   
Issue Date: 05 September 2012
 Cite this article:   
Reidar BJORHOVDE. Concepts and implementation of strain-based criteria in design codes for steel structures[J]. Front Struc Civil Eng, 2012, 6(3): 210-216.
 URL:  
https://academic.hep.com.cn/fsce/EN/10.1007/s11709-012-0165-7
https://academic.hep.com.cn/fsce/EN/Y2012/V6/I3/210
Fig.1  Engineering vs. true stress-strain curves
ASTM steel gradeYield stress FyTensile strength FuYield ratio Y
A36250410-5500.62 - 0.45
A572 (50)3504500.77
A588 (50)3504800.71
A852480620-7600.78-0.64
A913 (50)3504500.85 (max)
A913 (65)4505500.81
A992a)3504500.85 (max)
A514 (t≤63 mm)700760-9000.91-0.77
Tab.1  Yield ratios for common American structural steels
Non-seismicSeismic
Flange b/t-ratio0.38 √(E/Fy)( = 65/√Fy)0.30 √(E/Fy)( = 52/√Fy)
Rotation demand ratio θu/θp≥37 to 9
Unbraced length, Lp1.76ry√(E/Fyf)
Unbracedlength, Lpd0.086ry(E/Fy)
Tab.2  Compactness criteria and associated beam rotation demands
Fig.2  Fillet-welded lap joint with load eccentricity
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