Arslan Hakan, Tasan Mehmet, Yildirim Demet, Koksal Eyüp Selim, Cemek Bilal
Faculty of Agriculture, Department of Agricultural Structures and Irrigation, Ondokuz Mayis University, 55139, Samsun, Turkey,
Environ Monit Assess. 2014 Aug;186(8):5077-88. doi: 10.1007/s10661-014-3761-2. Epub 2014 Apr 9.
In this study, we examined the ability of reflectance spectroscopy to predict some of the most important soil parameters for irrigation such as field capacity (FC), wilting point (WP), clay, sand, and silt content. FC and WP were determined for 305 soil samples. In addition to these soil analyses, clay, silt, and sand contents of 145 soil samples were detected. Raw spectral reflectance (raw) of these soil samples, between 350 and 2,500-nm wavelengths, was measured. In addition, first order derivatives of the reflectance (first) were calculated. Two different statistical approaches were used in detecting soil properties from hyperspectral data. Models were evaluated using the correlation of coefficient (r), coefficient of determination (R (2)), root mean square error (RMSE), and residual prediction deviation (RPD). In the first method, two appropriate wavelengths were selected for raw reflectance and first derivative separately for each soil property. Selection of wavelengths was carried out based on the highest positive and negative correlations between soil property and raw reflectance or first order derivatives. By means of detected wavelengths, new combinations for each soil property were calculated using rationing, differencing, normalized differencing, and multiple regression techniques. Of these techniques, multiple regression provided the best correlation (P < 0.01) for selected wavelengths and all soil properties. To estimate FC, WP, clay, sand, and silt, multiple regression equations based on first(2,310)-first(2,360), first(2,310)-first(2,360), first(2,240)-first(1,320), first(2,240)-first(1,330), and raw(2,260)-raw(360) were used. Partial least square regression (PLSR) was performed as the second method. Raw reflectance was a better predictor of WP and FC, whereas first order derivative was a better predictor of clay, sand, and silt content. According to RPD values, statistically excellent predictions were obtained for FC (2.18), and estimations for WP (2.0), clay (1.8), and silt (1.63) were acceptable. However, sand values were poorly predicted (RDP = 0.63). In conclusion, both of the methods examined here offer quick and inexpensive means of predicting soil properties using spectral reflectance data.
在本研究中,我们考察了反射光谱法预测一些灌溉用重要土壤参数的能力,这些参数包括田间持水量(FC)、凋萎点(WP)、黏土、沙子和粉砂含量。测定了305个土壤样品的田间持水量和凋萎点。除了这些土壤分析外,还检测了145个土壤样品的黏土、粉砂和沙子含量。测量了这些土壤样品在350至2500纳米波长范围内的原始光谱反射率(原始值)。此外,还计算了反射率的一阶导数(一阶导数)。在从高光谱数据中检测土壤特性时使用了两种不同的统计方法。使用相关系数(r)、决定系数(R²)、均方根误差(RMSE)和残差预测偏差(RPD)对模型进行评估。在第一种方法中,针对每种土壤特性分别为原始反射率和一阶导数选择两个合适的波长。波长的选择基于土壤特性与原始反射率或一阶导数之间的最高正相关和负相关。借助检测到的波长,使用配给、差分、归一化差分和多元回归技术计算每种土壤特性的新组合。在这些技术中,多元回归对选定波长和所有土壤特性提供了最佳相关性(P < 0.01)。为了估算田间持水量、凋萎点、黏土、沙子和粉砂,使用了基于一阶导数(2310) - 一阶导数(2360)、一阶导数(2310) - 一阶导数(2360)、一阶导数(2240) - 一阶导数(1320)、一阶导数(2240) - 一阶导数(1330)以及原始值(2260) - 原始值(360)的多元回归方程。作为第二种方法进行了偏最小二乘回归(PLSR)。原始反射率是凋萎点和田间持水量的更好预测指标,而一阶导数是黏土、沙子和粉砂含量的更好预测指标。根据RPD值,对田间持水量获得了统计学上出色的预测(2.18),对凋萎点(2.0)、黏土(1.8)和粉砂(1.63)的估计是可接受的。然而,沙子值的预测较差(RDP = 0.63)。总之,这里考察的两种方法都提供了利用光谱反射率数据快速且廉价地预测土壤特性的手段。