2018
DOI: 10.1016/b978-0-444-64241-7.50078-1
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Optimal Enantiomer Crystallization Operation using Ternary Diagram Information

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Cited by 3 publications
(2 citation statements)
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“…Such models do not have an exact analytical solution and require the use of numerical solution methods such as finite element methods, volume methods or the method of characteristics, which is susceptible to high computational complexity. Although improved optimization algorithms can be used to reduce the computational time, the model needs to be rebuilt corresponding to different processes. , At the same time, the equations involved in the model are still biased toward the ideal and deviate significantly from the real process, making it less suitable for real-time optimal control. Data-driven models are capable of modeling multidimensional nonlinear systems with only process data, without prior knowledge of the physical meaning of the process, avoiding the necessity of developing comprehensive first-principles models, and have been widely used in research on process modeling, optimization, and control.…”
Section: Crystallization Process Control and Optimizationmentioning
confidence: 99%
“…Such models do not have an exact analytical solution and require the use of numerical solution methods such as finite element methods, volume methods or the method of characteristics, which is susceptible to high computational complexity. Although improved optimization algorithms can be used to reduce the computational time, the model needs to be rebuilt corresponding to different processes. , At the same time, the equations involved in the model are still biased toward the ideal and deviate significantly from the real process, making it less suitable for real-time optimal control. Data-driven models are capable of modeling multidimensional nonlinear systems with only process data, without prior knowledge of the physical meaning of the process, avoiding the necessity of developing comprehensive first-principles models, and have been widely used in research on process modeling, optimization, and control.…”
Section: Crystallization Process Control and Optimizationmentioning
confidence: 99%
“…QbC emphasizes the use of mathematical and knowledge-based modeling for quantitative and predictive product and process understanding and is widely recognized as a valuable tool for improved mechanistic understanding, process optimization, and robust control. However, modeling of pharmaceutical processes, particularly crystallization, can be of great challenge due to their complex, stochastic, and kinetic-driven nature. , Moreover, as contrary to its ubiquity, crystallization is often not well-understood by practitioners, and this renders optimal control a vision rather than a reality. While previous studies have sought to elucidate the optimization and control of crystallization processes, a majority have adopted the first-principles modeling approach [e.g., population balance model (PBM)], which is susceptible to high computation complexity and is hence less amenable for real-time optimal control. Although improved optimization algorithms could be adopted to enhance the calculation time, determination and periodic adjustments of the various crystallization kinetics based on new process data obtained can be cumbersome.…”
Section: Introductionmentioning
confidence: 99%