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Theoretical and experimental substantiation of a thermogravimetric method for assessing the water-retention capacity and specific surface area of disperse systems

机译:用于评估分散系统水保留容量和特定表面积的热重分析方法的理论和实验证实

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摘要

A conceptually new instrumental method has been proposed for the determination of the sorption fragment of the soil water retention curve and the specific surface area of soils and sediments by drying samples at different temperatures, which is based on fundamental models for relative air humidity and thermodynamic water potential (I) as functions of temperature (T). The basic equation for the calculation of water potential in the first (linear) approximation is as follows: I = Q-D degrees D, where Q is the specific heat of evaporation, and a is the physically substantiated parameter related to the initial relative air humidity in the laboratory. The setting of model parameters necessary for quantitative calculations has been performed from tabulated data for the saturated water vapor pressure as a function of temperature and results of an independent experiment with gradual air heating and synchronous automated control of air humidity and temperature with DS 1923 hydrochrons. The potentialities of the method have been demonstrated using literature data on the dehydration of soil colloids and our own results on the drying of a silty sandy soil (Arenosol) from Dubai, a light loamy soddy-podzolic soil (Albic Retisol) and a low-moor peat soil (Histosol) from Moscow oblast, and a loamy ordinary chernozem (Haplic Chernozem) from Krasnodar region.
机译:已经提出了一种概念性的新仪器方法,用于测定土壤保水曲线的吸附片段通过在不同温度下的样品中的样品来确定土壤水保留曲线和沉积物的比表面积,这是基于相对空气湿度和热力学水的基本模型电位(i)作为温度(t)的功能。在第一(线性)近似下的水电位计算的基本方程如下:i = QD度D,其中Q是蒸发的特定热量,并且A是与初始相对空气湿度相关的物理实质参数实验室。已经从饱和水蒸气压力的表现数据执行了定量计算所需的模型参数的设置,作为温度和具有逐渐的空气加热和与DS 1923氢体的空气湿度和温度的同步自动化控制的独立实验的函数。使用文献数据对土壤胶体脱水的文献数据和我们自己的结果进行了证明了该方法的潜在能力,以及从迪拜的粉碎土壤(氨基酚)的干燥,一种轻的壤土Soddy-豆豆土壤(Albic Retisol)和低来自莫斯科州的Moor Peat土壤(组织溶胶),以及来自Krasnodar地区的遗传普通切尔诺齐(Haplic Chernozem)。

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