首页> 外文期刊>Soils and foundations >EVALUATION OF K-STIFFNESS METHOD FOR VERTICAL GEOSYNTHETIC REINFORCED GRANULAR SOIL WALLS IN JAPAN
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EVALUATION OF K-STIFFNESS METHOD FOR VERTICAL GEOSYNTHETIC REINFORCED GRANULAR SOIL WALLS IN JAPAN

机译:日本垂直土工加筋颗粒墙的K刚度方法评价

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摘要

In this paper the K-stiffness Method as originally proposed by Allen et al. (2003) is re-examined using a total of six new case studies-five from Japan and one from the USA. A common feature of the walls in this new data set is that the walls were all constructed with a vertical face and a granular backfill. However, the walls varied widely with respect to facing type. This new data set together with data for vertical walls previously published by Allen and Bathurst (2002a,b) and Allen et al. (2002) is now used to isolate the effect of the facing stiffness factor on reinforcement loads and to adjust the original equation that was developed to calculate its value. The paper also shows that predicted reinforcement loads using the current AASHTO Simplified Method in the USA and the current PWRC method in Japan give the same reinforcement load predictions, and both grossly over-estimate the values deduced from measured strains. The new data set is used to slightly refine the estimate of the facing stiffness factor used in the original K-stiffness Method. The original and modified K-stiffness Method are demonstrated to quantitatively improve the estimate of the magnitude and distribution of reinforcement loads for internal stability design of vertical-faced geosynthetic reinforced soils walls with granular backfills when compared to the current American and Japanese methods.
机译:在本文中,Allen等人最初提出的K刚度方法。 (2003)使用总共六个新的案例研究(来自日本的五个案例和来自美国的一个案例)进行了重新审查。该新数据集中的墙的一个共同特征是,所有墙都是用垂直面和颗粒回填构造的。但是,壁面的类型不同。这个新的数据集以及以前由Allen和Bathurst(2002a,b)和Allen等人发表的垂直墙数据。 (2002年)现在被用来隔离饰面刚度因子对钢筋载荷的影响,并调整原始方程式,以计算其值。该论文还表明,使用美国现行的AASHTO简化方法和日本现行的PWRC方法预测的钢筋载荷都给出了相同的钢筋载荷预测,并且两者都严重高估了由测得的应变推导的值。新的数据集用于稍微改进原始K刚度方法中使用的饰面刚度因子的估计。与当前的美国和日本方法相比,原始和改进的K刚度方法被证明可以定量地改善带有颗粒回填的垂直面土工合成加筋土墙的内部稳定性设计的加筋荷载大小和分布估算。

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