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Mathematic Description of Biological Changes in the Cured Hides Soaking

机译:治愈隐藏浸泡的生物变化的数学描述

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The advantages and possible complications of mathematical simulations - indirect modelling of tanning processes are discussed in the introduction. As an example of deterministic models of mathematical simulation, a diffusion model for the cured hide soaking operation is presented. The minima of the main operation costs are determined, following from their dependence on the consumption of the soaking liquid - technological water. The minimum of the costs depends, besides economical and technological parameters, on the values of physical constants - the speed constant of the dissolving of the surface solid salt (pre-soak washing), the transport parameter that enables a qualified approximation of the duration of the soaking operation itself, and the effective diffusion coefficient of salt in the inner volume of the cured hide. A possible occurrence of concentration shock is modelled, as well as a method of its prevention. Experimental methods for the determination of physical constants are also presented.
机译:在引言中讨论了数学模拟的优点和数学模拟的并发症 - 鞣制过程的间接建模。作为数学仿真的确定性模型的示例,提出了用于固化的隐藏浸泡操作的扩散模型。在依赖于浸泡液技术水的消耗之后,确定主要运营成本的最小值。除了经济和技术参数,在物理常数的值 - 表面固体盐(浸泡洗涤)的溶解速度之外,成本的最小值取决于经济和技术参数,使得能够实现持续时间的合格近似的运输参数浸泡操作本身,以及固化皮革内部体积中的有效扩散系数。可能出现的浓度冲击是建模的,以及预防方法。还提出了确定物理常数的实验方法。

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