Traditional matric potential thresholds underestimate soil moisture at field capacity across Oklahoma

Erik S. Krueger, Tyson E. Ochsner
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Abstract

Field capacity is a dubious soil physical property, but its use continues because of its perceived value for representing a soil's capacity to store water. Appropriate field capacity estimates can be useful for interpreting data from soil moisture sensors, including those in large-scale monitoring networks, but suitable methods for defining field capacity in this context are unclear. Motivated by the desire to determine optimal field capacity values for the Oklahoma Mesonet, our objectives were (1) to develop and apply an automated time series analysis algorithm to estimate volumetric soil water content at field capacity and corresponding matric potential and (2) to compare the resulting water contents to those calculated from traditional matric potential thresholds (−33 and −10 kPa). Across 118 Oklahoma Mesonet sites and three soil depths (5, 25, and 60 cm), a matric potential threshold of −10 kPa underestimated field capacity water content by 0.010–0.014 cm cm−3 (3–4%) on average, and a threshold of −33 kPa underestimated it for every site and depth by 0.055–0.078 cm cm−3 (16%−22%) on average. Median matric potentials corresponding to field capacity were −7.6 kPa at the 5-cm depth, −7.2 kPa at the 25-cm depth, and −7.3 kPa at the 60-cm depth. The algorithm developed here can be used to estimate field capacity wherever adequate data are available, and for sites where soil water retention properties are known, matric potentials at field capacity can also be estimated. Using a matric potential of −33 kPa as a standard threshold to represent field capacity is not scientifically justified and should be discontinued.

Abstract Image

传统的成熟势阈值低估了俄克拉荷马州各地田间容量的土壤湿度
田间持水量是一种可疑的土壤物理特性,但由于其在代表土壤蓄水能力方面的公认价值,仍在继续使用。适当的田间持水量估计值有助于解释土壤水分传感器(包括大规模监测网络中的传感器)的数据,但在这种情况下定义田间持水量的合适方法尚不明确。为了确定俄克拉荷马中尺网的最佳田间容量值,我们的目标是:(1)开发并应用自动时间序列分析算法来估算田间容量和相应母势下的土壤容积含水量;(2)将得出的含水量与根据传统母势阈值(-33 和 -10 kPa)计算的含水量进行比较。在俄克拉荷马 Mesonet 的 118 个站点和三种土壤深度(5、25 和 60 厘米)中,-10 千帕的母势阈值平均低估了 0.010-0.014 厘米-3(3-4%)的田间容重含水量,而-33 千帕的阈值平均低估了 0.055-0.078 厘米-3(16%-22%)的每个站点和深度的田间容重含水量。与实地容量相对应的母质电位中值在 5 厘米深为-7.6 千帕,在 25 厘米深为-7.2 千帕,在 60 厘米深为-7.3 千帕。只要有足够的数据,此处开发的算法就可用于估算田间持水量,对于已知土壤持水特性的地点,也可估算田间持水量下的母势。将-33 kPa 的母势作为代表田间持水量的标准阈值缺乏科学依据,应停止使用。
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