1996
DOI: 10.1016/0167-6105(96)00016-5
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Full-scale damping measurements of structures in Australia

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Cited by 28 publications
(18 citation statements)
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“…Damping is not an exclusive physical phenomenon in structures dissimilar to mass and stiffness characteristics of a structural system. Therefore, modelling of damping in structures is not accurate like mass and stiffness and its determination is entirely possible based on full-scale measurements [19,23]. The damping ratios are usually measured from experience or adopted through suggested values by design guides and cannot be determined through analytical methods [25].…”
Section: Dampingmentioning
confidence: 99%
“…Damping is not an exclusive physical phenomenon in structures dissimilar to mass and stiffness characteristics of a structural system. Therefore, modelling of damping in structures is not accurate like mass and stiffness and its determination is entirely possible based on full-scale measurements [19,23]. The damping ratios are usually measured from experience or adopted through suggested values by design guides and cannot be determined through analytical methods [25].…”
Section: Dampingmentioning
confidence: 99%
“…Schematic of the process used to excite a building using a loaded tower crane (Glanville et al, 1996). Typical trace of acceleration response of a crane-excited building (Glanville et al, 1996).…”
Section: Fig Urementioning
confidence: 99%
“…building in Sydney (Glanville et al, 1996). A typical trace of the resultant acceleration response of the crane-excited building is shown in fi gure 4, from which the natural frequency of vibration and damping value can be determined to an accuracy of about 10% and 20%, respectively.…”
Section: Fig Urementioning
confidence: 99%
“…In contrast, forced vibration tests use a vibration generator to create the resonant phenomenon. To do this, the 'sweep frequency' procedure is required where the applied vibration frequency is manually or computer controlled to detect the resonant frequency [87][88][89].…”
Section: Practical Methodsmentioning
confidence: 99%
“…It was highlighted that the natural frequency of the first mode was always around or below 1 Hz and the mode shapes were highly dependent on frequencies and damping values. Subsequently, these authors [88] conducted further detailed measurement on damping ratios of a free-standing lattice tower by the use of the forced vibration method. The results showed that the damping known as total damping t ζ as the sum of structural damping and aerodynamic damping, and with the increase of vibration amplitudes, damping ratios increased while natural frequencies decreased [95].…”
Section: Previous Research On Dynamic Properties Of Ltts and Line Sysmentioning
confidence: 99%