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Kinetic equations of potassium desorption and the application of equation constants.

机译:钾解吸动力学方程及方程常数的应用。

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Elovich, parabolic diffusion, power function and exponential equations were used to describe K desorption kinetics of 12 soils in a constant electric field of electroultrafiltration (EUF). Results showed that the Elovich, parabolic diffusion and power function equations described K desorption kinetics well owing to their high correlation coefficients and low standard errors; but the exponential equation was not suitable due to its relatively low correlation coefficients and relatively high standarderrors. The relationships between the constants (slope or intercept) of kinetic equations and the barley responses to K fertilizer were established in multiple-site field experiments. The K-availability of soils, Elovich constants, parabolic diffusion and power function equations were significantly correlated to the soil available K, relative yield of barley and K uptake of barley in the NP plot. It is suggested that the kinetic equation constants be used to estimate K-supplying power of soils.
机译:使用Elovich,抛物线扩散,幂函数和指数方程式描述在恒定电超滤(EUF)电场下12种土壤的K解吸动力学。结果表明,Elovich,抛物线扩散和幂函数方程描述了K解吸动力学,因为它们具有较高的相关系数和较低的标准误差。但是由于指数方程的相关系数较低且标准误差较高,因此不适合使用指数方程。在多站点田间试验中建立了动力学方程的常数(斜率或截距)与大麦对钾肥的响应之间的关系。在NP图中,土壤的钾有效性,Elovich常数,抛物线扩散和幂函数方程与土壤有效钾,大麦的相对产量和大麦的钾吸收量显着相关。建议将动力学方程常数用于估算土壤的钾供应能力。

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