磷酸盐在酸性均匀土壤中的迁移和固定1 .物理数学模型

P.A.C. Raats, P. De Willigen, R.G. Gerritse
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引用次数: 16

摘要

建立了描述对流和扩散传输、非线性可逆吸附和不可逆固定的物理数学模型。固定速率假定与高于平衡水平的可移动磷酸盐的数量和可用于结合磷酸盐的Al + Fe的数量成正比。有限的固定能力意味着,在土壤表面磷素持续供应的情况下,所有的固定都发生在一个以一定速度向下移动且形状恒定的锋面中。固定前端将土壤表面附近的传输区分开,其中所有可用的铝和铁已被使用,以及平衡值占上风的区域。如果固定能力是无限的,那么所有的固定将发生在土壤表面附近的一个区域。在没有固定的情况下,该模型减少到文献中广泛处理的模型。
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Transport and fixation of phosphate in acid, homogeneous soils I. Physico-mathematical model

A physico-mathematical model describing convective and diffusive transport, nonlinear reversible adsorption, and irreversible fixation is formulated. The rate of fixation is assumed to be proportional to the amounts of mobile phosphate above an equilibrium level and to the amount of Al + Fe available for binding phosphate. The finite fixation capacity implies that, with a continuous supply of phosphate at the soil surface, all fixation occurs in a front moving downward at a certain velocity and having a constant shape. The fixation front separates a transmission zone near the soil surface in which all available aluminum and iron has been used and a zone in which the equilibrium values prevail. If the fixation capacity were unlimited then all fixation would occur in a zone near the soil surface. In the absence of fixation, the model reduces to one dealt with extensively in the literature.

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