A new Hilbert-Huang transform (HHT)-based method for nondestructive instrument structure health monitoring is developed. When applied to bridges, this new method depends on a transient test load and simple data collection. The essense of the method is the newly developed HHT for nonstationary and nonlinear time series analysis, which consists of the empirical mode decomposition and Hilbert spectral analysis. The final decision on the health of the bridge structure is based on two criteria. The first criterion detects the nonlinear characteristic of the intra-wave frequency modulations of the bridge response, which usually appears during comparisons of light with heavy loads. The second criterion detects the frequency downshift as an indication of structural yield. This new method enjoys many advantages: no a priori data required, simple data collection, minimum traffic disruption, and precise and nuance quantitative answers. The result of a case study is presented, which establishes the feasibility of this new approach for structural health monitoring.
IntroductionWith the inevitable aging of civil infrastructures, structural health monitoring has become an urgent problem worldwide (Chang 1997(Chang , 1999(Chang , 2001. To safeguard the safety performance of a bridge, regular inspections are essential (see, for example, Mori and Ellingwood 1994a,b). At the present time, the inspection method is primarily visual: a technician has t o go through a bridge t o examine each member and certify its safety. This method is subjective and flawed, lacking rigorous and objective standards. For example, for a bridge deteriorating from fatigue or aging, the damage is not clear-cut at any time. Therefore, any call is judgmental. Furthermore, using this method for complicated bridge structures is not feasible: some members might be located at positions too awkward t o access; the members might require too much time t o inspect; and the damage might be too subtle t o be detected visually. Because of these limitations, the visual-inspection results are known to be not totally reliable, yet we are forced to rely on them today.According t o Doebling e t al. (1996, 1998), a n ideal inspection method would have t o satisfy the following conditions:(1) be robust, objective, and reliable, 263 Hilbert-Huang Transform and Its Applications Downloaded from www.worldscientific.com by UNIVERSITY OF QUEENSLAND on 10/04/15. For personal use only.