Time-domain Aero elastic Analysis of Bridge using a Truncated Fourier Series of the Aerodynamic Transfer Function
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Bibliographic Details
| Author(s): |
Jinwook Park
Kilje Jung Ho-Kyung Kim Hae Sung Lee |
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| Medium: | conference paper | ||||
| Language(s): | English | ||||
| Conference: | IABSE Symposium: Long Span Bridges and Roofs - Development, Design and Implementation, Kolkata, India, 24-27 September 2013 | ||||
| Published in: | IABSE Symposium Kolkata 2013 | ||||
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| Page(s): | 1-7 | ||||
| Total no. of pages: | 7 | ||||
| Year: | 2013 | ||||
| DOI: | 10.2749/222137813808627758 | ||||
| Abstract: |
A truncated Fourier series approximation method for the time-domain aero elastic analysis of bridge is presented. The aerodynamic transfer functions are modified by approximating those using a truncated Fourier series to strongly enforce the causality condition in the impulse response function. The coefficients of truncated Fourier series are determined by minimizing the error between measured and modified transfer function. The impulse response functions corresponding to the modified transfer functions become a series of Dirac delta functions with the same number of the terms used in the Fourier series, which considerably reduces computational effort. |
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| Keywords: |
transfer function Fourier Series impulse response function causality condition convolution integral aero elastic analysis flutter derivative
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