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Numerical study of the evaporation process and parameter estimation analysis of an evaporation experiment

机译:蒸发过程的数值研究及蒸发实验的参数估计分析

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摘要

Evaporation is an important process in soil-atmosphere interaction. The determination of hydraulic properties is one of the crucial parts in the simulation of water transport in porous media. Schneider et al. (2006) developed a new evaporation method to improve the estimation of hydraulic properties in the dry range. In this study we used numerical simulations of the experiment to study the physical dynamics in more detail, to optimise the boundary conditions and to choose the optimal combination of measurements. The physical analysis exposed, in accordance to experimental findings in the literature, two different evaporation regimes: (i) a soil-atmosphere boundary layer dominated regime (regime I) close to saturation and (ii) a hydraulically dominated regime (regime II). During this second regime a drying front (interface between unsaturated and dry zone with very steep gradients) forms which penetrates deeper into the soil as time passes. The sensitivity analysis showed that the result is especially sensitive at the transition between the two regimes. By changing the boundary conditions it is possible to force the system to switch between the two regimes, e.g. from II back to I. Based on this findings a multistep experiment was developed. The response surfaces for all parameter combinations are flat and have a unique, localised minimum. Best parameter estimates are obtained if the evaporation flux and a potential measurement in 2 cm depth are used as target variables. Parameter estimation from simulated experiments with realistic measurement errors with a two-stage Monte-Carlo Levenberg-Marquardt procedure and manual rejection of obvious misfits lead to acceptable results for three different soil textures.
机译:蒸发是土壤与大气相互作用的重要过程。水力特性的确定是模拟多孔介质中水传输的关键部分之一。 Schneider等。 (2006年)开发了一种新的蒸发方法,以改进对干燥范围内水力性质的估计。在这项研究中,我们使用了实验的数值模拟来更详细地研究物理动力学,以优化边界条件并选择最佳的测量组合。根据文献中的实验发现,物理分析揭示了两种不同的蒸发方式:(i)以土壤-大气边界层为主的方式(方案I)接近饱和状态;以及(ii)以液压为主的方案(方案II)。在第二阶段,形成干燥前沿(梯度非常陡峭的非饱和区和干燥区之间的界面),随着时间的流逝,它会渗入土壤中。敏感性分析表明,结果在两种方案之间的转换中特别敏感。通过改变边界条件,有可能迫使系统在两个状态之间切换,例如,在两个状态之间切换。从II到I。基于此发现,进行了多步实验。所有参数组合的响应面是平坦的,并且具有唯一的局部最小值。如果将蒸发通量和2 cm深度的电位测量值用作目标变量,则可获得最佳参数估计值。使用两阶段蒙特卡洛·莱文贝格-马夸特(Monte-Carlo Levenberg-Marquardt)程序从具有实际测量误差的模拟实验进行参数估计,并通过人工剔除明显的失配,得出三种不同土壤质地的可接受结果。

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