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Experiments, Modelling and Scale-up for Supercritical Extraction from Plants

机译:植物超临界提取的实验,建模与扩大

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The extraction of natural products with supercritical carbon dioxide has been introduced on industrial scale in the last decades and the number of industrial plants is increasing. It is therefore important to develop and apply procedures for optimisation of the extraction process, using preferably phenomenological models. The models should describe three aspects of the extraction: phase equilibrium, mass transfer, and flow pattern of the solvent in the extractor. Technical design of industrial plant for supercritical extraction based on pilot plant experiments in the Separex company is described in congress contribution [1]. The pilot plant is used first to determine the optimal extraction conditions scanning different pressures, temperatures and solvents, and then to obtain thermodynamic and kinetic data. The appropriate extrapolation method for scale-up depends on the mechanism controlling the extraction, which could be the solubility of the extract in the fluid, internal diffusion in the extracted material, or their combination. If the extraction rate is limited by the solubility or thermodynamic equilibrium between the solid and fluid phases, the solvent mass required for the extraction from unit mass of the feed (extracted plant) should be kept constant in small and large equipment. When the extraction is controlled by internal diffusion, the mass ratio of flow rate to feed, which is proportional to solvent residence time in the extraction bed, should be kept constant, claim the authors [1]. When both diffusion and solubility are important, a versatile mathematical model for extraction is solved numerically. Thermodynamic equilibrium is described in the model either by the solubility of the extract or by a linear or Langmuir type equilibrium that is known from desorption/adsorption. Linear driving force approximation is used for the external and internal diffusion, and the axial dispersion is simulated dividing the extractor axially into a series of ideal mixers. The design procedure is illustrated on vegetable oil extraction from ground seeds [1]. Two extraction periods are distinguished in the model. First, the easily extractable fraction of total oil is extracted and the solvent flowing out of the extractor is completely saturated with oil, which solubility in CO_2 under given pressure and temperature was measured separately. The second period is controlled by internal diffusion and the internal diffusion coefficient is the same for any size of extractor. Thus, only two model parameters have to be determined from the pilot plant extraction, the fraction of easily extractable solute and the internal diffusion coefficient. In this contribution, the basic ideas are identical with the cited work but the model is more detailed and extended by the findings published in the last decade. A procedure for laboratory/pilot plant extraction data collection and scale-up is proposed.
机译:在过去几十年中,在工业规模上引入了具有超临界二氧化碳的天然产品的提取,工业厂的数量正在增加。因此,使用优选现象学模型,开发和应用用于优化提取过程的程序。该模型应描述提取的三个方面:提取器中溶剂的相平衡,传质和流动模式。基于试点植物实验的基于Separex公司的超临界提取工业厂技术设计在国会贡献[1]。先导厂首先用于确定扫描不同压力,温度和溶剂的最佳提取条件,然后获得热力学和动力学数据。用于缩放的适当外推方法取决于控制萃取的机制,这可能是提取物在流体中的溶解度,提取材料中的内部扩散,或它们的组合。如果提取率受固体和流体相之间的溶解度或热力学平衡的限制,则应在小型和大型设备中促进饲料(提取厂)的单位质量所需的溶剂质量。当通过内部扩散控制萃取时,对萃取床中的溶剂停留时间成比例的流速的质量比应保持恒定,声明作者[1]。当扩散和溶解度都很重要时,用于提取的多功能数学模型在数值上进行解决。通过提取物或通过解吸/吸附中已知的线性或朗米尔型平衡的溶解度描述了热力学平衡。线性驱动力近似用于外部和内部扩散,并且模拟轴向分散的分散将提取物轴向分成一系列理想的混合器。从地面种子的植物油提取说明设计程序[1]。在模型中区分了两个提取期。第一,总油的易于萃取的级分被提取,并且提取器的流出的溶剂完全与油,其溶解度CO_2给定压力和温度下分别测量饱和。第二个时段由内部扩散控制,内部扩散系数对于任何尺寸的提取器是相同的。因此,必须从先导植物提取中确定两个模型参数,容易抽取的溶质和内部扩散系数的分数。在这一贡献中,基本思想与引用的工作相同,但在过去十年中发表的研究结果更详细和延长了模型。提出了一种实验室/试验工厂提取数据收集和扩展的程序。

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