Detailed vibration measurements were taken on the Clifton Suspension Bridge in Bristol, England to define its basic dynamic characteristics in normal conditions and then to assess its dynamic response to crowd loading; 27 vibration modes were identified with natural frequencies below 3 Hz. When subject to crowd loading, quite large lateral vibrations occurred in two modes, with sudden onset. This phenomenon, often termed ‘synchronous lateral excitation’ or ‘pedestrian lock-in', is similar to the behaviour observed on the London Millennium Bridge and a number of other bridges. Data analysis showed the behaviour to be consistent with the pedestrian negative damping model proposed by Arup in developing a solution for the Millennium Bridge. This model does not, however, explain the underlying mechanism causing the excitation, and a number of observations of the behaviour of the Clifton Suspension Bridge suggest that significant synchronisation of pedestrians did not actually occur. Although synchronisation may occur for large-amplitude vibrations on some bridges, the observations challenge the commonly held view that this mechanism is responsible for the initial rapid onset of lateral vibrations due to crowd loading.
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June 2008
Research Article|
June 01 2008
Pedestrian-induced vibrations of the Clifton Suspension Bridge, UK Available to Purchase
J. H. G. Macdonald, MA, PhD
J. H. G. Macdonald, MA, PhD
Senior Lecturer and EPSRC Advanced Research Fellow
University of Bristol
UK
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Publisher: Emerald Publishing
Received:
April 20 2007
Accepted:
March 31 2008
Online ISSN: 1751-7664
Print ISSN: 1478-4637
© 2008 Thomas Telford Ltd
2008
Proceedings of the Institution of Civil Engineers - Bridge Engineering (2008) 161 (2): 69–77.
Article history
Received:
April 20 2007
Accepted:
March 31 2008
Citation
Macdonald JHG (2008), "Pedestrian-induced vibrations of the Clifton Suspension Bridge, UK". Proceedings of the Institution of Civil Engineers - Bridge Engineering, Vol. 161 No. 2 pp. 69–77, doi: https://doi.org/10.1680/bren.2008.161.2.69
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