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首页> 外文期刊>Soil Science Society of America Journal >A Conceptual Model to Predict the Deflation Threshold Shear Velocity as Affected by Near-Surface Soil Water: II. Calibration and Verification
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A Conceptual Model to Predict the Deflation Threshold Shear Velocity as Affected by Near-Surface Soil Water: II. Calibration and Verification

机译:预测受近地表土壤水影响的放气阈值剪切速度的概念模型:II。校准与验证

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摘要

A conceptual model to predict the threshold shear velocity, which should be overcome to initiate deflation of moist sediment, was recently developed by Cornelis et al. The model relates the threshold shear velocity to the ratio between water content and the water content at a matric potential of –1.5 MPa, and contains one proportionality coefficient that accounts for the effect of near-surface wetness. The present study was conducted (i) to determine that proportionality coefficient and hence calibrate the model, and (ii) to verify the calibrated model. The model calibration was achieved through curve fitting the expression against a data set from wind-tunnel experiments that were conducted on different sized sand particles and soil aggregates. Each sediment sample tray was prewetted, and subjected to different shear velocities and hence to different evaporation rates that dried the sediment. Once particle entrainment became sustained as recorded with a saltiphone, samples were taken to a depth of 1 mm to determine water content gravimetrically. To verify the calibrated model, threshold shear velocities simulated with our expression were compared with values obtained with Chepil's model of 1956. It was observed that the soil had to dry out to 75% of the water content at a matric potential of –1.5 MPa for deflation to occur. A single proportionality coefficient value could be used for the different sized sand and soil particles. Very good agreement was observed between our model and the model of Chepil.
机译:Cornelis等人最近开发了一种预测阈值剪切速度的概念模型, 可以用来引发湿沙的放气。该模型将 阈值剪切速度与基质电势为–1.5 MPa时水含量 和水含量之比相关, ,其中包含一个解释 近地表湿度影响的比例系数。本研究进行了 (i)确定比例系数,从而 校准了模型,并且(ii)检验了校准后的模型。 通过将 表达式与风洞实验的数据集进行曲线拟合来完成模型校准,该数据集是对不同尺寸的沙粒和土壤聚集体进行的 每个沉淀物样品盘都经过预湿处理,并经受不同的 剪切速度,因此受到不同的蒸发速率,从而使沉淀物干燥。如用检音器记录的那样,一旦颗粒夹带变得持续 ,就将样品取到1 mm的深度 以重量法测定水含量。为了验证 校准模型,将用 表达式模拟的阈值剪切速度与1956年Chepil的 模型获得的值进行了比较。土壤必须以–1.5 MPa的基质电势将 干燥至水分的75%才能发生通气。单个比例系数 值可用于不同大小的沙土颗粒。 我们的模型与模型的 观察到很好的一致性Chepil。

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  • 来源
    《Soil Science Society of America Journal》 |2004年第4期|1162-1168|共7页
  • 作者单位

    Ghent University, Dep. Soil Management and Soil Care, Coupure links 653, B-9000 Gent, Belgium;

    Ghent University, Dep. Soil Management and Soil Care, Coupure links 653, B-9000 Gent, Belgium;

    Ghent University, Dep. Soil Management and Soil Care, Coupure links 653, B-9000 Gent, Belgium;

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