Abstract

To investigate the optimal longitudinal seismic energy dissipation system of straddle-type monorail-cum-road long-span cable-stayed bridges, the Niutianyang Bridge was selected as the engineering background, and the explicit time-domain dimension-reduced iteration method was adopted to carry out nonlinear time-history analysis. To consider the dynamic characteristics of longitudinal movable supports, the static and dynamic responses of four kinds of energy dissipation systems were studied, including longitudinal unconstrained, elastic cable, viscous damper, and speed lock-up devices. The damping effect of four types of schemes in which viscous dampers were installed at piers or towers was analysed, and the parameters of the viscous dampers were optimised. The influences of the straddle-type monorail train braking force and the running vibration of the straddle-type monorail traffic on the parameters of the viscous dampers were analysed. This study shows that the viscous damper system had the lowest bending moment at the bottom of the tower and a smaller displacement response, and the energy dissipation was the best. Each viscous damper had the highest energy dissipation efficiency when they are installed only at the main tower. The damping effect was better when the damping coefficient c ranged from 3500 to 5000 kN⋅m/s−α and the velocity exponent α ranged from 0.35 to 0.5. The static friction of the straddle-type monorail-cum-road long-span cable-stayed bridge support can resist the trains’ braking force, and the parameters of the viscous damper can be selected regardless of train braking. A suitably large value of velocity exponent α may be required to increase the working velocity of the viscous damper to reduce the damper’s participation in the process of the train crossing the bridge.

Highlights

  • Straddle-type monorail-cum-road bridges fulfil the functions of highway and monorail traffic on a single bridge, which can save bridge resources, reduce engineering investment, reduce the impact of bridges on the water environment [1], and afford greater environmental protection

  • A hybrid control scheme that includes a magnetorheological damper and a liquid viscous damper can be used; when the earthquake occurs, the main beam’s longitudinal vibration response is mainly suppressed by the liquid viscous damper, and when the train brakes, it is mainly suppressed by the magnetorheological damper [14]. e collapse process and failure mechanism of rail-cum-road cable-stayed bridges have been studied under strong seismic excitations [15]. e effects of uniform temperature changes on the seismic responses of a cable-stayed bridge have been discussed [16]

  • Compared with the viscous damper system, the relative displacement of the main girder between the main bridge and the approach bridge of the unconstrained system, the elastic cable system, and the speed lock-up device system increased by 315.0%, 50.3%, and 2.6%, respectively, whilst the bending moment at the bottom section of the main tower increased by 38.6%, 69.2%, and Longitudinal seismic energy dissipation system

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Summary

Introduction

Straddle-type monorail-cum-road bridges fulfil the functions of highway and monorail traffic on a single bridge, which can save bridge resources, reduce engineering investment, reduce the impact of bridges on the water environment [1], and afford greater environmental protection In addition to these advantages, the structural features of straddle-type monorail-cum-road long-span cable-stayed bridges such as tower height, pile length, and weak damping make their seismic response relatively unfavourable [2], and these special bridges are generally located at key positions of the route. To examine the longitudinal seismic energy dissipation system of straddle-type monorail-cum-road long-span cable-stayed bridges, in this study, Niutianyang Bridge is used as the actual engineering background and ANSYS software is used to establish a finite element model. An explicit time-domain dimension-reduced iteration method is adopted to study the difficult key issues of longitudinal seismic energy dissipation systems, such as the optimal selection of longitudinal seismic energy dissipation systems, the setting of the viscous damper position, the optimisation of the viscous damper parameters, and the effect of straddletype monorail traffic braking and running vibration on the selection of viscous damper parameters

Niutianyang Bridge
16 Figure 2
Optimal Selection of Longitudinal Seismic Energy Dissipation Systems
Parameter Optimisation of Viscous Damper
Findings
Conclusions
Full Text
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