2007
DOI: 10.1002/eqe.734
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A design procedure for tied braced frames

Abstract: The paper deals with the analysis of the seismic behaviour and design of tied braced frames (TBFs). The behavioural properties of TBFs are described and a comparison drawn with standard eccentrically braced frames. A design procedure is then proposed that aims to achieve optimal collapse seismic behaviour, i.e. a global collapse mechanism characterized by uniform plastic rotations of links. The procedure is based on the displacement-based approach so as to achieve direct and efficient control of the peak groun… Show more

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Cited by 27 publications
(23 citation statements)
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“…The presence of DDC min in the abovementioned formula explains the difference in the seismic behaviour of conventional eccentrically braced structures and tied braced structures [10]. As reported in Reference [6], the coefficients of Eq.…”
Section: Basic Concepts For the Design Of Structures With Eccentric Bmentioning
confidence: 78%
“…The presence of DDC min in the abovementioned formula explains the difference in the seismic behaviour of conventional eccentrically braced structures and tied braced structures [10]. As reported in Reference [6], the coefficients of Eq.…”
Section: Basic Concepts For the Design Of Structures With Eccentric Bmentioning
confidence: 78%
“…Starting from the lateral forces of Equation and from the described distributions of the internal forces in BRBs and braced beams, the design axial forces of conventional braces, ties, and columns may be calculated by Equations to , once the lateral forces α F F in these equations have been substituted by the lateral forces F Ed . However, as reported in Rossi, a simplified calculation of the design axial forces of the nondissipative elements is possible. In fact, lateral forces F (2) + Δ F (1) are in equilibrium with null axial forces in BRBs, and thus, they are responsible for axial forces (in the nondissipative members) that are independent of those produced by FR()1.…”
Section: Design Of Conventional Braces Columns Ties and Beamsmentioning
confidence: 99%
“…The internal forces due to modes of vibration higher than the second are evaluated by means of reduced values of the elastic pseudo‐accelerations and combined through Square Root of Sum of Squares (SRSS) rule. In particular, the reduced pseudo‐accelerations of the higher modes of vibration are set equal to 0.3 times the elastic pseudo‐accelerations, as also proposed in Rossi . The additional internal forces are normalΔNEd,di=0.3cosθ0.12emj=3nnormalmSnormalejscriptVij25emnormalΔNEd,normalc1i=0.30.12emtgθ0.12em0.12emj=3nnormalmSnormalejfalse∑k=i+1nsscriptVkj25emnormalΔNEd,normalc2i=0, normalΔNEd,ti=0.30.12emtgθ0.12em0.12emj=3nnormalmSnormalejfalse∑k=insscriptVkj28emnormalΔNEd,bi=0.30.12em0.12emj=3nm12Snormalejmsiϕi…”
Section: Design Of Conventional Braces Columns Ties and Beamsmentioning
confidence: 99%
“…The internal forces of the rocking walls are calculated as the sum of three contributions . The first contribution is due to lateral forces F 1 that are proportional to the fundamental mode of vibration of the retrofitted multi‐storey system.…”
Section: Design Of Rocking Wallsmentioning
confidence: 99%
“…The internal forces of the rocking walls are calculated as the sum of three contributions. 51 The first contribution is due to lateral forces F 1 that are proportional to the fundamental mode of vibration of the retrofitted multi-storey system. These forces are scaled so that their overturning moment M F equals the base resisting moment M R corresponding to prefixed distributions of the internal forces in the dissipative members of the braced frames, ie,…”
Section: Design Shear Forces and Bending Momentsmentioning
confidence: 99%