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Retaining wall movements, CTRL Contract 430 - Ashford Tunnels

机译:挡土墙移动,CTRL合同430-阿什福德隧道

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Detailed monitoring during construction has provided a comprehensive set of data on the behaviour of 14 embedded retaining structures in stiff clays. Wall movements during the initial cantilever stage of excavation are summarised and the sway movements during subsequent excavation has been identified. Within the usual range cantilever movements may be found approximately from retained height using a linear relationship such as δc = 0.4%H but measurements at this site show that movement is better related to a higher power of retained height. The relationship δc = 2.5 x 10~(-3) H~4 /I + 4.5, where δc is in mm, H in m and I in m~4/m gives a reasonable fit to the Ashford data and is proposed as a basis for estimating cantilever wall movements in similar conditions. The amount of sway that occurred was much less than the corrections for sway that were made in moderately conservative pseudo finite element analyses. Sway movements were shown to be less than prop shortening and realistic values of prop stiffness should be used if sway is to be considered. The sway corrections were time consuming but did not improve accuracy. In some cases they predicted critical conditions that did not arise. Sway corrections may reduce the calculated moments and shear forces in the more heavily loaded wall and it is not necessarily conservative to over predict sway. It was agreed during the contract that sway corrections were not needed where the initial out of balance force was less than 20% of the mean prop force. Finite Element analysis that model the behaviour of both walls and the props between them provided realistic output and should be preferred in situations in which sway is a real issue.
机译:施工过程中的详细监控提供了有关14个在硬质粘土中嵌入的固位结构的性能的全面数据。总结了开挖初期悬臂阶段的墙体运动,并确定了后续开挖过程中的摇摆运动。在通常范围内,可以使用诸如δc= 0.4%H的线性关系从悬空高度近似地找到悬臂运动,但是在此位置进行的测量表明,悬空运动与悬空高度的功率更好地相关。 δc= 2.5 x 10〜(-3)H〜4 / I + 4.5,其中δc以mm为单位,H以m为单位,I以m〜4 / m为单位,这与Ashford数据具有合理的拟合度,建议作为相似条件下估算悬臂壁运动的基础。发生的晃动量远小于中等保守的伪有限元分析中对晃动的校正量。摇摆运动被证明小于支柱缩短,并且如果要考虑摇摆,则应使用现实的支柱刚度值。摇摆校正很费时,但没有提高准确性。在某些情况下,他们预测不会出现严重状况。摇摆校正可能会减少较重的墙体中计算出的力矩和剪力,并且过高预测摇摆不一定是保守的。合同中约定,如果初始失衡力小于平均支撑力的20%,则无需进行摇摆校正。有限元分析可以模拟墙和墙之间的道具的行为,从而提供了实际的输出,在摇摆是一个实际问题的情况下,应优先使用。

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