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Support pressure for circular tunnels advanced below water bodies

机译:在水体以下推进的圆形隧道的支撑压力

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The limiting support pressure required to be exerted by a support system for maintaining stability, of circular tunnel driven in granular soils below water bodies has been computed. The analysis was performed on the basis of lower bound theorem of plasticity in conjunction with finite elements and second order cone programming. The effect of anisotropy in both strength and hydraulic properties of granular soil on the magnitude of required support pressure has been examined. The required support pressure is defined in terms of non-dimensional factors normalized with respect to unit weight of soil and diameter of tunnel. The variation of support pressure for different combinations of strength and hydraulic properties of soil, height of water level above bed of water body, and diameter and cover of tunnel has been established. The magnitude of support pressure is observed to be substantially influenced by strength anisotropy of soil; whereas, the influence of hydraulic anisotropy is shown to be insignificant on the support pressure. Moreover, the support pressure is found to be increasing with increase in the height of water level and is found to be higher in the case of tunnel driven below water bodies than that advanced in dry soil.
机译:已经计算出在水体以下的粒状土壤中驱动的圆形隧道所需要的,用于维持稳定性的支撑系统所施加的极限支撑压力。分析是在塑性下界定理,有限元和二阶锥规划的基础上进行的。已经研究了各向异性对粒状土的强度和水力性质的影响对所需支撑压力大小的影响。所需的支撑压力是根据相对于土壤单位重量和隧道直径标准化的无量纲因素定义的。建立了土体强度和水力特性,水体床上方水位高度以及隧道直径和盖层不同组合的支护压力变化。观察到支撑压力的大小受土壤强度各向异性的影响很大。反之,水力各向异性对支撑压力的影响很小。而且,发现支撑压力随着水位高度的增加而增加,并且发现在低于水体的隧道中,支撑压力要高于在干燥土壤中前进的支撑压力。

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