Joint Chance Constrained Process Optimization through Neural Network Approximation

A neural network-based approach is proposed in this work for joint chance-constrained optimization (JCCP) problems. In the proposed approach, a joint chance constraint (JCC) is first reformulated as a quantile-based inequality to reduce the complexity in approximation. Then, the quantile function (Q...

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Bibliographic Details
Published inComputer Aided Chemical Engineering Vol. 49; pp. 1237 - 1242
Main Authors Yang, Shu-Bo, Moreira, Jesús, Li, Zukui
Format Book Chapter
LanguageEnglish
Published 2022
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Summary:A neural network-based approach is proposed in this work for joint chance-constrained optimization (JCCP) problems. In the proposed approach, a joint chance constraint (JCC) is first reformulated as a quantile-based inequality to reduce the complexity in approximation. Then, the quantile function (QF) in the inequality is replaced by an empirical QF through sample average approximation. The empirical QF is further approximated by a ReLU artificial neural network (ANN). Afterwards, the ReLU ANN is incorporated into the optimization model that enables the JCCP to be solved as a deterministic optimization problem. To demonstrate the proposed approach, a case study on ethylene glycol (EG) production process yield maximization is studied. The results show that the proposed approach can efficiently solve a nonlinear JCCP problem with non-conservative constraint satisfaction.
ISBN:9780323851596
0323851592
ISSN:1570-7946
DOI:10.1016/B978-0-323-85159-6.50206-2