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Stress dilatancy and fabric dependencies on sand behavior

机译:应力膨胀率和织物对砂性的依赖性

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A stress dilatancy model with embedded microstructural information, originally developed by the writers, is used to illustrate the pivotal importance of dilatancy and fabric on the behavior of sand. Fabric, as a second-order tensor, enters into the stress dilatancy equation obtained from a microscopic analysis of an ensemble of rigid particles. Model simulations of sand behavior are carried out in triaxial stress conditions along strain paths with varying degrees of controlled dilation (or compaction) including isochoric deformations as a particular case. Under particular strain paths and fabric conditions, it is shown that a relatively dense sand can succumb to instability or liquefaction under other than isochoric (undrained) conditions. This phenomenon is in accord with laboratory experiments in which dilation or compaction is controlled by modulating the amount of water flowing in or out of a sand specimen during shearing. Mixed drained-undrained loading paths are also simulated with particular reference to fabric dependence at a fixed void ratio. Model simulations capture most of the observed characteristics of sand response, such as instability and asymptotic behavior under various conditions.
机译:最初由作者开发的具有嵌入的微结构信息的应力剪胀模型用于说明剪胀和织物对砂土行为的关键重要性。织物作为二阶张量,进入应力膨胀方程,该方程由对刚性颗粒整体的微观分析得出。在三轴应力条件下,沿着应变路径,以不同程度的受控膨胀(或压实),包括等速变形,在特定的情况下,对砂体行为进行了模型模拟。在特定的应变路径和织物条件下,已表明,在等渗(不排水)条件下,相对致密的砂土可能会变得不稳定或液化。这种现象与实验室实验相符,在实验室实验中,通过调节剪切过程中流入或流出砂样品的水量来控制膨胀或压实。还特别参考在固定空隙率下的织物依赖性来模拟排水排水混合的加载路径。模型模拟捕获了大多数观察到的砂土响应特征,例如在各种条件下的不稳定性和渐近行为。

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