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THE MATHEMATICS OF MODELLING SUPERCRITICAL FLUID EXTRACTION OF ESSENTIAL OILS

机译:基本油超临界流体提取的数学数学

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The goal of this study is to present the basic concepts of micro-scale mathematical model (MSMM) for describing the process of supercritical fluid extraction (SFE) of essential oils. The general equation of MSMM, which can be applied and valid for all the plant species, will be presented along with specific equations for the plant family, i.e. secretory structure. Four basic types of secretory structures have been identified so far and, accordingly, four different mechanisms, i.e. sets of equations, were used to describe the whole SFE process. Numerical solution of MSMM with specific constraints and initial conditions defines the concentration profiles along both the extraction vessel and secretory structure, consequently providing better understanding of the phenomenology of the SFE process. It is shown that the SFE is highly dependable on the secretory structure, i.e. its shape and location within the plant material.
机译:本研究的目的是介绍微尺度数学模型(MSMM)的基本概念,用于描述精油的超临界流体萃取(SFE)的过程。 MSMM的一般方程可以应用和有效地用于所有植物物种,以及植物家族的特定方程,即分泌结构。到目前为止已经识别了四种基本类型的分泌结构,因此,使用四种不同的机制,即等式集,用于描述整个SFE过程。具有特定约束和初始条件的MSMM的数值溶液定义了沿着提取容器和分泌结构的浓度曲线,从而提供了更好地理解SFE过程的现象学。结果表明,SFE高度可靠地对分泌结构,即其形状和植物材料内的位置。

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