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Bearing capacity of shallow foundation under cyclic load on cohesive soil

机译:粘性土壤循环负荷下浅基础承载力

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The bearing capacity of shallow foundations under static loads has been widely studied by various authors. In contrast, the bearing capacity under dynamic loads has been solved indirectly by adopting an equivalent pseudostatic approach or by means of reduction coefficients. The study of the problems related to cyclic loads has focused mainly on the behavior of granular soils. However, in the case of cohesive soils, these began to be studied in detail as a result of the Northridge, Kocaeli and Chi-Chi earthquakes that took place in the 90s.The object of the present work is to evaluate the influence of pore pressure in the calculation of bearing capacity of shallow foundation on cohesive soil and dynamically requested. This research is based on the results of cyclic simple shear tests carried out with samples from the Prat port (Barcelona). A pore-water pressure generation equation is proposed that depends on the effective vertical stress "in situ" (sigma(ov)'), static shear stress (tau(o)), cyclic shear stress (tau(c)), and void ratio (epsilon(0)). The formulation was implemented to the finite difference software FLAC2D, by which the bearing capacity of foundations can be determined. The proposed formulation can calculate the maximum cyclic load (CL) that a cohesive soil can resist before failure by cyclic softening, as a consequence of cyclic loads transferred by a shallow foundation. The practical application of this research is to provide a chart to calculate the bearing capacity of cohesive soils requested by cyclic loading (CL). This application takes into account the properties of the ground, the static load capacity (Phe) and the effective load outside the foundation (q). In addition, the formulation is validated in the application of a real case.
机译:各种作者广泛研究了静载下浅层载荷下的承载力。相反,通过采用等效的假静态方法或通过还原系数间接地解决了动态载荷下的承载力。对与循环负荷有关的问题的研究主要集中在粒状土壤的行为。然而,在粘性的土壤的情况下,由于90年代发生的北北,科科利和奇驰地震,这些开始详细研究。目前工作的目的是评估孔隙压力的影响在粘性土壤浅基础轴承能力下,动态要求。该研究基于循环简单剪切试验的结果,其中与PRAT端口(巴塞罗那)的样品进行。提出了一种孔隙水压产生方程,其取决于有效的垂直应力“原位”(Sigma(OV)'),静态剪切应力(TAU(O)),循环剪切应力(TAU(C))和空隙比率(ε(0))。该制剂实施到有限差异软件FLAC2D,可以确定基础的承载力。所提出的配方可以计算粘性土壤通过循环软化前抗粘性土壤可以抵抗的最大循环载荷(CL),因此通过浅基础传递的循环载荷。本研究的实际应用是提供一种图表,以计算循环载荷(CL)所要求的粘性土壤的承载力。本申请考虑了地面的属性,静态负载能力(PHE)和基础外的有效负载(Q)。此外,在应用真实情况下验证了制剂。

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