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Effective Parameters on Seismic Design of Rectangular Underground Structures

机译:矩形地下结构地震设计的有效参数

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Underground structures are a significant part of the transportation in the modern society and in the seismic zones should withstand against both seismic and static loadings. Embedded structures should conform to ground deformations during the earthquake but almost exact evaluation of structure to ground distortion is critical. Several two-dimensional finite difference models are used to find effective parameters on racking ratio (structure to ground distortion) including flexibility ratio, various cross sections, embedment depth, and Poisson's ratio of soil. Results show that influence of different cross sections, by themselves is negligible but embedment depth in addition to flexibility ratio and Poisson's ratio is known as a consequential parameter. A comparison with pseudo-static method (simplified frame analysis) is also performed. The results show that for a stiffer structure than soil, racking ratio decreases as the depth of burial decreases; on the other hand, shallow and flexible structures can suffer greater distortion than deeper ones up to 30 percents.
机译:地下结构是现代社会中运输的重要组成部分,在地震区,应抵御地震和静载荷。嵌入式结构应符合地震期间的地面变形,但几乎精确地评估结构与地面失真是至关重要的。几种二维有限差分模型用于在包括柔韧比,各种横截面,嵌入深度和泊松的土壤比例上找到有效参数(结构到地失真)。结果表明,除了灵活比和泊松比之外,不同横截面的影响是可忽略的,但除了灵活比和泊松比,还称为相应的参数。还执行与伪静态方法(简化帧分析)的比较。结果表明,对于比土壤更硬的结构,随着埋藏深度降低而施工比率降低;另一方面,浅和柔性的结构可能比高达30个百分比更深的变形更大。

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