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A hybrid neural network‐first principles approach to process modeling
923
Citations
29
References
1992
Year
EngineeringMachine LearningHybrid ModelStochastic SimulationData ScienceHybrid Network ModelSystems EngineeringModeling And SimulationProcess OptimizationSystems AnalysisProcess AnalysisProcess Systems EngineeringModel OptimizationRobust ModelingFirst PrinciplesParameter TuningProcess ControlAi-based Process OptimizationProcess Modelling
The hybrid approach is applicable with full or partial state measurements, requiring state reconstruction when only partial data are available. The study develops a hybrid neural network–first principles modeling scheme for fedbatch bioreactor modeling. The hybrid model merges a partial first‑principles model with a neural network estimator of unmeasured parameters, and uses extended Kalman filtering or NLP optimization for state and parameter estimation. The hybrid model outperforms black‑box neural networks by interpolating and extrapolating more accurately, requiring fewer training examples, and providing better parameter estimates and predictions for process optimization.
Abstract A hybrid neural network‐first principles modeling scheme is developed and used to model a fedbatch bioreactor. The hybrid model combines a partial first principles model, which incorporates the available prior knowledge about the process being modeled, with a neural network which serves as an estimator of unmeasured process parameters that are difficult to model from first principles. This hybrid model has better properties than standard “black‐box” neural network models in that it is able to interpolate and extrapolate much more accurately, is easier to analyze and interpret, and requires significantly fewer training examples. Two alternative state and parameter estimation strategies, extended Kalman filtering and NLP optimization, are also considered. When no a priori known model of the unobserved process parameters is available, the hybrid network model gives better estimates of the parameters, when compared to these methods. By providing a model of these unmeasured parameters, the hybrid network can also make predictions and hence can be used for process optimization. These results apply both when full and partial state measurements are available, but in the latter case a state reconstruction method must be used for the first principles component of the hybrid model.
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