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An upscaling approach to simulate unsaturated flow in horizontally heterogeneous soils at field scale under flood irrigation. (Special Issue: Salinity management in China.)

机译:一种放大方法,模拟洪水灌溉下田间水平非均质土壤中的非饱和渗流。 (特刊:中国的盐度管理。)

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An upscaling approach was developed for simulating soil water flow in horizontal heterogeneous unsaturated zone at field scale under flood irrigation. Based on the assumption of stream tube model and the van Genuchten-Mualem soil hydraulic function with five parameters Ks, alpha , n, theta r and theta s, the Richards equation was transformed into a dimensionless form by using the dimensionless forms of temporal and spatial variables, and pressure head. Although a strong dependency of parameters Ks and alpha on scale does not exist in the transformed Richards equation, the parameter n, which is slightly dependent on scale, still exists in the transformed equation, and the parameter alpha is introduced in the transformed initial and boundary conditions. Therefore, a power law averaging technique was also included in our upscaling approach. Compared with traditional numerical methods, the distribution of pressure head of each soil column, and the mean and variance of soil water dynamics in all the soil columns can be obtained by numerically solving the transformed Richards equation only one time and by returning to the dimensionless variable expressions, while the traditional Richards equation must be solved once for every soil column. The new approach was calibrated by two numerical experiments, and the soil water content as a function of time and depth was reasonably well simulated for the two experiments which involved different soil textures. Different combinations of alpha and n were applied for comparing the accuracy of numerical simulations: n had little effect on the simulated results whereas alpha had some significant effect on the simulated results. To further verify the numerical efficiency of the new approach, we adopted the effective alpha values corresponding to the exponent p of the power law averaging technique [Eq. (16)] when p approaches 0, p=+or-1 and+or-0.5 to conduct more numerical experiments. It showed that with an initial pressure head profile of equilibrium for Example 1, and with an initial pressure head profile of constant for Example 2, the simulated results of the wetting front at the specific depths were in agreement with that of traditional numerical method, and the errors in simulated pressure heads were small. In summary, the proposed approach can be useful for upscaling unsaturated water flow characteristics in horizontally heterogeneous soils.Digital Object Identifier http://dx.doi.org/10.1016/j.agwat.2009.03.003
机译:提出了一种放大方法,用于模拟洪水灌溉下田间水平非均质非饱和区的土壤水流。基于流管模型和具有五个参数 K s ,alpha, n ,theta <的van Genuchten-Mualem土层水力函数的假设sub> r 和theta s ,利用时间和空间变量的无量纲形式以及压头将Richards方程转化为无量纲形式。尽管在变换后的Richards方程中不存在参数 K s 和alpha对比例的强烈依赖,但参数 n 的依赖性很小从规模上看,变换后的方程仍然存在,并且在变换后的初始条件和边界条件中引入了参数alpha。因此,功率定律平均技术也包含在我们的升级方法中。与传统的数值方法相比,通过一次仅对变换后的Richards方程进行数值求解并返回到无量纲变量,可以得到每个土柱的压力头的分布以及所有土柱中土壤水分动力学的均值和方差。表达式,而传统的Richards方程必须为每根土柱求解一次。通过两个数值实验对新方法进行了校准,并且针对涉及不同土壤质地的两个实验,合理地模拟了土壤水分随时间和深度的变化。应用alpha和 n 的不同组合来比较数值模拟的准确性: n 对模拟结果的影响很小,而alpha对模拟结果的影响很大。为了进一步验证这种新方法的数值效率,我们采用了与幂律平均技术[方程式]的指数 p 相对应的有效α值。 (16)]当 p 接近0时, p = + or-1和+ or-0.5进行更多的数值实验。结果表明,对于示例1的初始初始压头曲线为平衡状态,对于示例2为常数的初始压头曲线,特定深度的润湿锋面的模拟结果与传统数值方法相符,并且模拟压头的误差很小。综上所述,该方法可用于提升水平非均质土壤中的非饱和水流特征。数字对象标识符http://dx.doi.org/10.1016/j.agwat.2009.03.003

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