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Parameterization and mathematical modeling of the dependence of soil thermal diffusivity on the water content

机译:土壤热扩散率与水分关系的参数化和数学建模

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Functional dependences of the thermal diffusivity of soil horizons on their water contents obtained via parameterization of experimental curves are used for the mathematical modeling of the soil temperature regime. If there are no experimental data on thermal diffusivity, parameters of the functional dependence may be calculated from data on the major soil properties. A lognormal function describes experimental dependences of the thermal diffusivity of soil horizons on their water content more accurately than power and polynomial functions. Regression equations making it possible to calculate the thermal diffusivity of gray forest soils on the basis of data on their bulk density, water content, organic matter content, and particle-size distribution are suggested.
机译:通过实验曲线的参数化获得的土壤层级的热扩散率对其水含量的功能依赖性被用于土壤温度状态的数学建模。如果没有关于热扩散率的实验数据,则可以从有关主要土壤性质的数据中计算出功能依赖性的参数。对数正态函数比幂函数和多项式函数更准确地描述了土壤层的热扩散率对水含量的实验依赖性。建议使用回归方程,根据其堆积密度,含水量,有机质含量和粒度分布的数据来计算灰色森林土壤的热扩散率。

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