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Gray-Box system modeling using symbolic regression and nonlinear model predictive control of a semibatch polymerization

机译:灰度箱系统建模使用半聚合的符号回归和非线性模型预测控制

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摘要

A nonlinear model, predictive control approach, based on a gray-box model is introduced in this contribution. The gray-box model is built by combining white-box and black-box modeling elements. The white-box elements consist of relevant mass and energy balances, including algebraic relations that describe different phenomena of the system behavior (e.g., reaction kinetics, heat transfer phenomena, ther-modynamic assumptions). To fill in or compensate for modeling gaps (e.g., missing kinetics information, heat transfer efficiency, inaccurate thermodynamic assumptions), black-box model elements trained from historical process data are introduced into the model. An algorithm for Sparse Identification of Nonlinear Dynamical Systems (SINDy) that identifies the most promising regressors from a pool of possible explanatory functions is used to generate the model's black-box part. The proposed gray-box modeling approach and its application to model predictive control were tested for performance and robustness using a benchmark problem, and the approach shows promising results.
机译:在这一贡献中引入了基于灰度盒模型的非线性模型,预测控制方法。灰度盒模型是通过组合白盒和黑匣子建模元素构建的。白盒元件包括相关的质量和能量余额,包括描述系统行为的不同现象的代数关系(例如,反应动力学,传热现象,Ther-Mocynamic假设)。填写或弥补建模间隙(例如,缺少动力学信息,传热效率,不准确的热力学假设),从历史过程数据训练的黑匣子模型元素被引入模型。用于识别可能的解释功能池中最有前途的回归位的非线性动力系统(SINDY)的稀疏识别算法用于生成模型的黑盒零件。建议的灰度盒建模方法及其应用于模型预测控制的应用,使用基准问题进行性能和鲁棒性,该方法显示了有希望的结果。

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