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Nonlinear model predictive control and modeling of liquid-liquid extraction processes.

机译:液-液萃取过程的非线性模型预测控制和建模。

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Rigorous dynamic models, i.e., Bivariate Population Balance Equation (BPBE) models, and a simplified solution method are developed for computer simulations and modeling of extraction processes. The BPBEs account for drop breakage, coalescence, convection, and interphase mass transfer when controlled by diffusion or reaction. Hydrodynamic and mass transfer properties, such as the Sauter mean diameter, average holdup, and solute concentrations, can be computed from the model equations. The calculated results of three different systems in either a CSTR or multistage column are compared to experimental data. Without adding any adjustable parameters in the calculations, good agreement has been obtained for all three cases. Furthermore, the computational intensity for the method is low, which permits future practical applications of the modeling for process control and simulation.; The BPBE models are also used to replace the empirical linear model used in Dynamic Matrix Control (DMC) algorithms for SISO and MIMO control studies of a seven-stage Oldshue-Rushton extraction column pilot plant. The resulting nonlinear DMC controllers are shown to bring the extraction column to new setpoints (servo control) or to reject disturbances (regulatory control) faster with tighter control. The faster response means better control; the tighter control allows the process to be regulated so that it is closer to the optimal operating condition. It is shown that a good mechanistic process model reduces the plant/model mismatch significantly, which improves the performance and robustness of a DMC controller.; This research contributes to the field of liquid-liquid extraction by providing a novel and robust multivariable control algorithm that is transferable to many types of extractors, which will permit reliable operation near flooding conditions where optimal efficiency of separation exists. The detailed framework of the hydrodynamic and mass transfer in liquid-liquid extraction processes presented in this work also leads to a better understanding of drop-to-drop and phase-to-phase interactions.
机译:针对计算机模拟和提取过程建模,开发了严格的动态模型,即双变量总体平衡方程(BPBE)模型和简化的求解方法。当受扩散或反应控制时,BPBE会解释液滴破裂,聚结,对流和相间传质。流体动力学和传质特性,例如Sauter平均直径,平均持留率和溶质浓度,可以从模型方程中计算出来。将CSTR或多级色谱柱中三种不同系统的计算结果与实验数据进行比较。在计算中未添加任何可调参数的情况下,这三种情况均获得了良好的一致性。此外,该方法的计算强度低,这使得该模型的未来实际应用可用于过程控制和仿真。 BPBE模型还用于代替动态矩阵控制(DMC)算法中的经验线性模型,该模型用于7级Oldshue-Rushton萃取塔中试装置的SISO和MIMO控制研究。图中显示了所得的非线性DMC控制器可通过更严格的控制使萃取塔达到新的设定值(伺服控制)或更快地排除干扰(调节控制)。更快的响应意味着更好的控制;更加严格的控制允许对过程进行调节,使其更接近最佳操作条件。结果表明,良好的机械过程模型可以显着减少工厂/模型的不匹配,从而提高DMC控制器的性能和鲁棒性。这项研究通过提供一种新颖且强大的多变量控制算法,可应用于多种类型的萃取器,从而为液-液萃取领域做出了贡献,该算法将允许在存在最佳分离效率的驱油条件附近可靠运行。这项工作中提出的液-液萃取过程中的流体动力学和传质的详细框架,也使人们对液滴间和相间相互作用有了更好的了解。

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