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一种解决载体介导的稳态扩散问题的新数学方法。

A new mathematical approach for solving carrier-facilitated steady-state diffusion problems.

作者信息

Hoofd L, Kreuzer F

出版信息

J Math Biol. 1979 Jul 13;8(1):1-13. doi: 10.1007/BF00280581.

Abstract

A new mathematical treatment is presented which simplifies the solution of carrier-diffusion problems. The method is generally applicable and is illustrated and tested for a specific, commonly occurring situation: facilitated diffusion of a single substrate through flat layers. Results predicted for total substrate flux are in excellent agreement with control computer calculations. The method also can be used to obtain concentration profiles for each species; here the results are good only if conditions at the boundaries are predicted correctly.

摘要

提出了一种新的数学处理方法,该方法简化了载流子扩散问题的求解。该方法具有普遍适用性,并针对一种特定的、常见的情况进行了说明和测试:单一底物通过平板层的促进扩散。预测的总底物通量结果与对照计算机计算结果非常吻合。该方法还可用于获取每种物质的浓度分布;只有在正确预测边界条件的情况下,此处的结果才是良好的。

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