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The Front Velocity approach in the modelling of Simulated Moving Bed process (SMB)

机译:模拟移动床过程(SMB)建模中的Front Velocity方法

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The Simulated Moving Bed (SMB) is a countercurrent and continuum process that presents a high separation efficiency. It has been extensively applied in the separation of the petrochemical compounds, in the enantiomeric separation of racemic drugs, and in other mixtures that are difficult to separate. Currently the models used to predict the mass transport along chromatographic columns consist of systems of partial differential equations that presents a high computational cost. To modeling SMB process the novel approach Front Velocity is presented. This consists of ordinary differential equations and do not utilize adsorption isotherms, and therefore it is not necessary to perform equilibrium experiments, which are common procedures in classical modeling. The first stage of the research work was to characterize the chromatographic column, where the Random constraint window (R2W) algorithm was employed associate to a kinetic mass transfer equation of the new approach in the solution of the inverse problem. With the parameters obtained in the characterization of the chromatographic column, the SMB process simulation was performed, obtaining the separation profiles of the studied compounds. To validate the model developed, the simulated results were compared with experimental data of enantiomeric separation of the Ketamine, also confronted with the simulations obtained from classical models. The results show that the Front Velocity model has a reasonable agreement with experimental data. Likewise showed similar results to those separation profiles obtained by classical modeling using partial differential equations, requiring computational cost about twenty times smaller.
机译:模拟移动床(SMB)是逆流连续过程,具有很高的分离效率。它已广泛应用于石油化学化合物的分离,外消旋药物的对映异构体分离以及其他难以分离的混合物中。当前,用于预测沿着色谱柱的传质的模型由偏微分方程组组成,这会带来较高的计算成本。为了建模SMB过程,提出了新颖的方法Front Velocity。它由常微分方程组成,并且不利用吸附等温线,因此没有必要执行平衡实验,而平衡实验是经典建模中的常见步骤。研究工作的第一阶段是表征色谱柱,在该色谱柱中,采用了逆向求解中与新方法的动力学传质方程相关的随机约束窗口(R2W)算法。利用色谱柱表征中获得的参数,进行了SMB过程模拟,获得了所研究化合物的分离曲线。为了验证所开发的模型,将模拟结果与氯胺酮的对映异构体分离的实验数据进行了比较,同时也遇到了从经典模型获得的模拟。结果表明,Front Velocity模型与实验数据具有合理的一致性。同样显示出与使用偏微分方程通过经典建模获得的分离曲线相似的结果,所需的计算成本要小大约二十倍。

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