Shake table test and numerical analysis on wave passage effect of three-tower two-span suspension bridge

Yan Jukao1,2 Li Jianzhong2 Peng Tianbo2 Wang Junwen3

Journal of Vibration and Shock ›› 2016, Vol. 35 ›› Issue (7) : 44-48.

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Journal of Vibration and Shock ›› 2016, Vol. 35 ›› Issue (7) : 44-48.

Shake table test and numerical analysis on wave passage effect of three-tower two-span suspension bridge

  • Yan Jukao1,2   Li Jianzhong2    Peng Tianbo2  Wang Junwen3
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Abstract

In order to study wave passage effect of long-span multi-tower suspension structure, a 1/40 scale of Taizhou Changjiang Highway Bridge was designed, constructed and tested on the shaking table. Elastic cable devices were designed by adopting connecting methods between the main beam and middle tower. The shake table test method was used to consider the wave passage effect and the seismic response under different apparent wave velocity was studied. The test results show that structural displacement response increased remarkably under wave passage effect in comparison with uniform excitation: the top longitudinal displacement of middle tower and relative displacement between main beam and north tower increased more than 50 percent; the relative longitudinal between main beam and approach beam increased more than 1 times. Therefore,only considering uniform excitation is unsafe to long-span multi-tower suspension bridge. Comparing the shaking table test with numerical analysis, it is found that the numerical value and shape of displacement time histories is consistent in both. The numerical analysis of wave passage effect by absolute displacement method is simpler, mechanics concepts of this method is very clear. Absolute displacement method can also be used for wave passage effect of long-span bridge.

Key words

three-tower two-span suspension bridge / wave passage effect / shake table test / numerical analysis

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Yan Jukao1,2 Li Jianzhong2 Peng Tianbo2 Wang Junwen3. Shake table test and numerical analysis on wave passage effect of three-tower two-span suspension bridge[J]. Journal of Vibration and Shock, 2016, 35(7): 44-48

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