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Concentration-dependent Unloading as a Necessary Assumption for a Closed Form Mathematical Model of Osmotically Driven Pressure Flow in Phloem

机译:浓度依赖的卸荷作为韧皮部渗透压流封闭形式数学模型的必要假设

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摘要

Previous attempts to model steady state Münch pressure flow in phloem (Christy and Ferrier. [1973]. Plant Physiol. 52: 531-538; and Ferrier et al. [1974]. Plant Physiol. 54: 589-600) lack sufficient equations, and results were produced which do not represent correct mathematical solutions. Additional equations for the present closed form model were derived by assuming that unloading of a given solute is dependent upon the concentration of that solute in the sieve tube elements. Examples of linear and enzymic type unloading mechanisms are given, although other concentration-dependent mechanisms could be substituted. A method for a numerical solution is outlined, and proof of convergence is presented along with some representative data and the speed of computer calculations. The model provides the minimal set of equations for describing the Münch pressure flow hypothesis as it might operate in plants.
机译:以前的模拟韧皮部稳态Münch压力流的尝试(Christy和Ferrier。[1973] .Plant Physiol.52:531-538; Ferrier等人[1974] .Plant Physiol.54:589-600)缺少足够的方程。 ,并且产生的结果不代表正确的数学解。通过假设给定溶质的卸载取决于筛管元件中该溶质的浓度,可以得出本封闭模型的其他方程式。给出了线性和酶促型卸荷机理的例子,尽管可以替代其他浓度依赖性机理。概述了一种数值解的方法,并提供了收敛性证明以及一些代表性的数据和计算机计算的速度。该模型提供了用于描述Münch压力流假设的最小等式集,因为它可能在工厂中运行。

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