展示土壤保水和农田容量的简单方法

A. Howard, J. L. Heitman, D. Bowman
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引用次数: 5

摘要

很难证明土壤保水关系和相关概念,因为在大多数教室中无法获得执行这些测量所需的专用设备。本文概述了一种低成本、易于可视化的方法,通过这种方法,这些概念可以在大多数教室中演示。柱子(62.5厘米高)由25、2.5厘米高的7.62厘米(3英寸)聚氯乙烯管组成,用透明胶带连接。三种不同的土壤材料被包装成特定的堆积密度在柱中,并与水饱和。然后让这些垂直柱排入土壤体积底部上方2.5厘米的模拟地下水位,直到排水停止。排水后对柱进行剖分,测定沿柱深度的含水率分布。假定基质电位与高于地下水位的高度成反比。因此,每个剖面的含水量测量和假设电位提供了最小电位约为-60 cm的水保持曲线数据。在排水过程中,使用安装在柱内的张力计定期测量土壤基质电位,验证有关基质电位的假设。在测试的土壤材料中,粒径分布较窄的土壤材料(~ 100%砂)在观察到的基质电位范围内的含水量分布最广。这种方法,在适当的解释和执行下,可能是一种有价值的学习工具,通过它,视觉、听觉和动觉的学习者可以更好地理解有关土壤-水保持关系的概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Simple Approach for Demonstrating Soil Water Retention and Field Capacity

It is difficult to demonstrate the soil water retention relationship and related concepts because the specialized equipment required for performing these measurements is unavailable in most classrooms. This article outlines a low-cost, easily visualized method by which these concepts can be demonstrated in most any classroom. Columns (62.5 cm tall) were constructed using 25, 2.5 cm tall sections of 7.62-cm (3-inch) i.d. polyvinyl chloride pipe, which were connected using transparent tape. Three different soil materials were packed to specified bulk densities in the columns, and saturated with water. These vertical columns were then allowed to drain into a simulated water table 2.5 cm above the bottom of the soil volume until drainage ceased. After drainage, columns were sectioned to determine water content distribution with depth along the column. It was assumed that matric potential was inversely related to height above the water table. Therefore, water content measurements and assumed potentials for each section provided data for a water retention curve with minimum potential of approximately –60 cm. During drainage, measurements of soil matric potential were taken at regular intervals using tensiometers installed within the column, validating assumptions about matric potential. Among soil materials tested, those with narrow particle-size distributions, ∼100% sand, gave the widest distribution of water contents in the observed matric potential ranges. This method, with proper explanation and execution, may be a valuable learning tool by which visual, auditory, and kinesthetic learners may be better able to understand the concepts pertaining to soil–water retention relationships.

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