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Frost Heave: A Semi-Empirical Model Based on Field Data

机译:冻胀:基于现场数据的半经验模型

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In cold regions, as the soil temperature drops below the freezing point, available water starts to freeze and form ice lenses. The growth of ice lenses depends on many variables, including temperature, soil type, capillarity, availability of water, proximity of the ground water table, and applied load or overburden pressure. Ice growth causes heave in the soil, which may precipitate extensive damage to structures such as pavements, shoulders, utility lines, utility poles, and even unprotected foundations. Most existing mechanistic-empirical frost heave prediction models are based on two theories, capillary (primary frost heave) and frozen fringe (secondary frost heave). Unfortunately, none of the models have received universal acceptance. The capillary theory has some limitations, which result in inaccurate prediction of frost heave. The frozen fringe theory involves complex models that require numerous input variables, which are often unavailable or expensive to collect. This paper addresses the modifications that are made to one of the secondary frost heave models. The modified model uses simplified input data and a statistical frost depth model that is developed during the study using measured frost depth data from the state of Michigan. The use of the statistical frost depth model simplifies the solution and improves the accuracy of the results. Finally, the modified model is evaluated using the pavement and shoulder frost heave data collected in the state of Michigan.
机译:在寒冷地区,当土壤温度降至冰点以下时,可用水开始冻结并形成冰晶。冰晶的生长取决于许多变量,包括温度,土壤类型,毛细作用,水的可利用性,地下水位的接近程度以及施加的载荷或上覆压力。冰的生长会导致土壤起伏,这可能导致对人行道,路肩,电线,电线杆,甚至是未保护的地基等结构造成广泛的破坏。大多数现有的机械经验霜冻预测模型都基于两种理论,即毛细管(主要霜冻)和冻结条纹(次要霜冻)。不幸的是,没有一个模型被普遍接受。毛细理论有一些局限性,导致霜冻沉陷的预测不准确。冻结条纹理论涉及需要大量输入变量的复杂模型,这些变量通常不可用或收集起来昂贵。本文介绍了对二级冻胀模型之一所做的修改。修改后的模型使用简化的输入数据和统计霜冻深度模型,该模型在研究期间使用来自密歇根州的霜冻深度数据测量得出。统计霜深度模型的使用简化了解决方案,并提高了结果的准确性。最后,使用在密歇根州收集的路面和路肩冻胀数据评估修改后的模型。

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