冯正江, 聂卫波, 余淼, 许坤鹏, 马孝义. 多尺度土壤入渗特性的变异特征和传递函数构建[J]. 农业工程学报, 2022, 38(13): 64-75. DOI: 10.11975/j.issn.1002-6819.2022.13.008
    引用本文: 冯正江, 聂卫波, 余淼, 许坤鹏, 马孝义. 多尺度土壤入渗特性的变异特征和传递函数构建[J]. 农业工程学报, 2022, 38(13): 64-75. DOI: 10.11975/j.issn.1002-6819.2022.13.008
    Feng Zhengjiang, Nie Weibo, Yu Miao, Xu Kunpeng, Ma Xiaoyi. Multiple scale variability of soil infiltration characteristics and establishment of pedo-transfer function[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2022, 38(13): 64-75. DOI: 10.11975/j.issn.1002-6819.2022.13.008
    Citation: Feng Zhengjiang, Nie Weibo, Yu Miao, Xu Kunpeng, Ma Xiaoyi. Multiple scale variability of soil infiltration characteristics and establishment of pedo-transfer function[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2022, 38(13): 64-75. DOI: 10.11975/j.issn.1002-6819.2022.13.008

    多尺度土壤入渗特性的变异特征和传递函数构建

    Multiple scale variability of soil infiltration characteristics and establishment of pedo-transfer function

    • 摘要: 土壤入渗特性的变异特征具有明显空间依赖性和尺度效应,其多尺度上的参数估值是农田灌溉设计和管理的重要基础。该研究以在关中平原进行的52组双环入渗试验为基础,通过比较不同方法计算的标定因子对Kostiakov公式的标定效果,结合小波分析和通径分析方法识别并量化分析标定因子和土壤特性参数(土壤机械组成、容重、初始含水率和有机质含量)在多尺度的相关性,在此基础上分别利用多元线性回归(Multiple Linear Regression, MLR)、BP神经网络(BP Artificial Neural Network, BP-ANN)和支持向量机(Support Vector Machine, SVM)3种方法构建估算标定因子的土壤传递函数。结果表明,采用最小二乘法计算标定因子对Kostiakov公式的标定效果最优,所有测点标定后累积入渗量与实测值的均方根误差(Root Mean Square Error, RMSE)、平均偏差(Mean Bias Error, MBE)、相对误差绝对值均值(Mean Absolute Value of Relative Error, MARE)分别为1.83 cm、0.24 cm、21.2%;多尺度条件下,土壤容重、砂粒、黏粒和有机质含量组合是引起研究区域标定因子空间变化的主要变异源,其中标定因子与砂粒和有机质含量呈显著正相关关系(P<0.05),总通径系数分别为0.78和0.65,与黏粒和土壤容重呈显著负相关关系(P<0.05),总通径系数分别为−0.74和−0.68;采用SVM法构建估算标定因子的土壤传递函数精度最高,其验证集所得入渗量估算值与实测值具有较高的一致性,两者间的RMSE、MBE和MARE分别为1.92 cm、0.05 cm和27.6%,说明SVM法可用于构建估算标定因子的土壤传递函数。研究结果有助于揭示多尺度上土壤入渗特性的变异特征和解决入渗参数难以快速获取的问题。

       

      Abstract: The variability of soil infiltration characteristics has outstanding scale- and location-dependent relationships. The parameter estimation on the multi-scale has been the important basis for the irrigation arrangement and management in precision agriculture. In this study, a pedo-transfer function was established to determine the multiple scales variability of soil infiltration characteristics. 52 tests of double ring infiltration were also conducted in the Guanzhong Plain. Different scaling factors were then calculated to compare their scaling effects using the Kostiakov equation. In addition, the wavelet and path analysis was utilized to quantify the relationship between the scaling factors and soil properties (soil mechanical composition, bulk density, initial water content, and organic matter content) for the multiple scales. As such, the soil properties were identified to determine the significant impact on the scaling factors. Subsequently, the pedo-transfer functions were developed with the Multiple Linear Regression (MLR), Support Vector Machine (SVM), and Back Propagation Artificial Neural Network (BP-ANN) after the scaling factor estimation. The results indicated that there was the smallest error of the scaling factor between the scaled cumulative infiltration and the measured using the least square method, where the Root Mean Square Error (RMSE), Mean Bias Error (MBE), and Mean Absolute Value of Relative Error (MARE) were 1.83 cm, 0.24 cm, and 21.2%, respectively. The scaling factor FS presented a significant relationship with the soil bulk density, sand (SA), clay (CL), and Soil Organic Matter content (SOM) at the spatial scales of 1-8, 1-2.5, 1-4, and 1-3.8 km. Among them, the scaling factor by the least square method was positively correlated with the SA and SOM, where the total path coefficients were 0.78, and 0.65, respectively, whereas, the scaling factor by the least square method was negatively correlated with the CL and bulk density, where the total path coefficients were -0.74, and -0.68, respectively. The scaling factor by the least square method also presented a significant positive correlation with the soil silt content in the range of 2.5-3.5 and 5-10 km from the position of the first test site, but there was no significant relationship in the other scales and sampling ranges. There was a complex positive and negative relationship between the scaling factor by the least square method and the initial soil water content in the sampling range of 1-4 km, indicating the outstanding scale- and location-dependent. Multiple wavelet coherence analysis demonstrated that the spatial variability of scaling factor was attributed to the combination of soil bulk density, sand, clay, and organic matter content during soil infiltration in the study area. The pedo-transfer function was achieved with the highest estimation accuracy for the scaling factors using a support vector machine. The estimated value of the infiltration from the verification set was in good agreement with the measurement, where the RMSE, MBE, and MARE were 1.92 cm, 0.05 cm, and 27.6%, respectively, indicating that the SVM was feasible to establish the soil pedo-transfer functions for the scaling factor estimation. The finding can also easily access the infiltration parameters for multiple scales.

       

    /

    返回文章
    返回