Large-span arch bridge arch ring line shape control method and optimization calculation model
A linear control and optimization calculation technology, applied to arch bridges, bridge forms, design optimization/simulation, etc., to achieve the effect of overcoming the large lateral deviation of the arch ring and good adaptability
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[0046] first as figure 1 Taking a concrete-filled steel tube arch bridge as an example, the calculation principle and process of the influence matrix method are explained. In this embodiment, on the basis of the original scheme of using cable-stayed buckles for hoisting and controlling the vertical displacement through buckles, side cable wind cables are installed on both sides of the arch bridge to control the lateral displacement of each arch rib segment.
[0047] During the construction of the cable-stayed buckle and hanger of the arch bridge, the force load of each buckle cable mainly includes the load effect caused by the dead load of the structure, the load effect caused by the tension of other buckle cables, the load effect of the side cable wind cable and the deformation of the cable itself. Based on the principle of superposition, the influence matrix equation shown in formula (1) can be obtained:
[0048] E. user =M·f+E const (1)
[0049] In the formula, E user...
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