2000
DOI: 10.1002/1096-9845(200007)29:7<989::aid-eqe950>3.3.co;2-z
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Design of friction damped structures using lateral force procedure

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Cited by 11 publications
(15 citation statements)
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“…Equation () is numerically very close to the 5% damped expressions in (for periods between 0.5–3.0 s) except that Equation () gives slightly lower values when ξ eff < 20 %. The mean and standard deviation of the percentage error of Equation () is plotted against the effective period and shown in Figure , discretized at T eff intervals of 0.1 s. Equation () is independent of the period for the range of parameters considered.…”
Section: Equivalent Linearization Methods For Normalized Displacementsupporting
confidence: 58%
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“…Equation () is numerically very close to the 5% damped expressions in (for periods between 0.5–3.0 s) except that Equation () gives slightly lower values when ξ eff < 20 %. The mean and standard deviation of the percentage error of Equation () is plotted against the effective period and shown in Figure , discretized at T eff intervals of 0.1 s. Equation () is independent of the period for the range of parameters considered.…”
Section: Equivalent Linearization Methods For Normalized Displacementsupporting
confidence: 58%
“…The effective damping for the ASE method can be expressed as ξeff=ξASE=0u()Ed()u*du*/()2πKASEu3where E d ( u *) is the total cyclic energy dissipation of the system at displacement u *. Closed‐form expressions for the effective damping and period were established in for the system in Figure (a). Following the original description of ASE , viscous damping can be incorporated into ξ eff by adding the contribution of the viscous force to E d ( u *) at the secant period T s ( u *).…”
Section: Equivalent Linearization Methods For Normalized Displacementmentioning
confidence: 99%
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“…It has been [10] proposed earlier a design method based on parametric studies, like slip load and frequency component of excitation loads. The researchers have [11] developed a design procedure based on force normalization coefficient. It has been [12] proposed earlier a rational linear iteration method based on substitute structure approach for the structure and the mechanical properties of passive energy devices, which are calculated by effective stiffness and effective viscous damping ratio.…”
Section: Introductionmentioning
confidence: 99%
“…These methodologies minimized different performance indices rather than aiming at a specified target performance index. Also proposed in the literature are design methodologies that are based on the condensation of the multi-degree-of-freedom ͑MDOF͒ structure to a single-degree-offreedom ͑SDOF͒ system ͑Vulcano 1995, Rao et al 1996, Fu and Cherry 2000. The condensation techniques presented in these papers do not require the same first modes for the braced and bare frames, and hence are not likely to lead to simultaneous slippage of the dampers, which is essential for the condensation to be accurate.…”
Section: Introductionmentioning
confidence: 99%