Behavioural Assessment on Influence of Adjacently Placed Strip Footings at Different Embedment Level

IF 0.5 Q4 ENGINEERING, CIVIL
Anupkumar G. Ekbote, L. Nainegali, Puja Rajhans, M. Deepak
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引用次数: 1

Abstract

Abstract The footings laid in close proximity imposes a definite change in the behaviour of the adjacent footing, subsequently changing the behaviour of the nearby footings. The present study emphasises the behaviour of the nearby strip footings embedded at a different level by adopting the commercially available finite element analysis program, ABAQUS. The load-settlement behaviour, ultimate bearing capacity (UBC), and the failure patterns of adjacent strip footings are assessed by considering the Mohr-Coulomb failure criterion. The UBC is of the nearby footings (left and right) are estimated and represented in terms of interference factors (ξL/ξR) defined as the UBC of a footing in the presence of adjacent footing to that of same considered for equivalent isolated footing. The results reveal that a significant influence of the adjacent footing is experienced when the spacing between the footings (S/B) is lesser, and they behave as the single footing of greater width at S/B = 0.25 irrespective of the level of embedment depth. Furthermore, the influence of interference increases with the increase in the embedment depth of adjacent footing. It is found that the ξL is significantly more for a lower level of embedment depth, and the same increases with an increase in the embedment depth of the right footing but on the contrary ξR decreases. The increase in the peak interference factor, ξL-max for DL/B = 0.5 is 2.1% and 4.2% when DR/B = 0.75 and DR/B = 1.0, respectively.
不同埋置水平邻接条形基脚影响的行为评估
近距离的基础对相邻基础的行为施加了明确的变化,随后改变了附近基础的行为。本研究通过采用市售的有限元分析程序ABAQUS,强调了嵌入在不同水平的附近条形基础的行为。考虑Mohr-Coulomb破坏准则,对相邻条形基础的荷载沉降行为、极限承载力(UBC)和破坏模式进行了评估。附近基座(左、右)的UBC用干扰因子(ξL/ξR)来估计和表示,该干扰因子定义为相邻基座存在时的基座与等效孤立基座的基座的UBC。结果表明:当基础间距(S/B)较小时,相邻基础的影响显著;当S/B = 0.25时,无论埋深高低,相邻基础均表现为较大宽度的单基础;干扰的影响随相邻基础埋深的增加而增大。研究发现,当嵌固深度较低时,ξL显著增大,且随着右脚嵌固深度的增加而增大,反之,ξR减小。当DR/B = 0.75和DR/B = 1.0时,DL/B = 0.5时,峰值干扰因子ξL-max的增幅分别为2.1%和4.2%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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