Improved Sequential Least Squares Programming–Driven Feasible Path Algorithm for Process Optimisation

Sequential least squares programming (SLSQP) algorithm has been shown to be useful for driving the feasible path algorithms for process optimisation. However, the existing SLSQP algorithms still need many function evaluations for computationally challenging process optimisation problems. In the curr...

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Vydané v:Computer Aided Chemical Engineering Ročník 51; s. 1279 - 1284
Hlavní autori: Ma, Yingjie, Zhang, Nan, Li, Jie
Médium: Kapitola
Jazyk:English
Vydavateľské údaje: 2022
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ISBN:0323958796, 9780323958790
ISSN:1570-7946
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Abstract Sequential least squares programming (SLSQP) algorithm has been shown to be useful for driving the feasible path algorithms for process optimisation. However, the existing SLSQP algorithms still need many function evaluations for computationally challenging process optimisation problems. In the current work, we propose several novel strategies to improve both the efficiency and convergence of the SLSQP algorithm. Solving a large-scale process optimisation problem indicates that the algorithm can save computational times by 10-90% with better solutions generated.
AbstractList Sequential least squares programming (SLSQP) algorithm has been shown to be useful for driving the feasible path algorithms for process optimisation. However, the existing SLSQP algorithms still need many function evaluations for computationally challenging process optimisation problems. In the current work, we propose several novel strategies to improve both the efficiency and convergence of the SLSQP algorithm. Solving a large-scale process optimisation problem indicates that the algorithm can save computational times by 10-90% with better solutions generated.
Author Ma, Yingjie
Zhang, Nan
Li, Jie
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Keywords process optimisation
feasible path
SLSQP
numerical errors
line search
Language English
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Lawson, Hanson (bb0045) 1995
Wolfe (bb0080) 1971; 13
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Snippet Sequential least squares programming (SLSQP) algorithm has been shown to be useful for driving the feasible path algorithms for process optimisation. However,...
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StartPage 1279
SubjectTerms feasible path
line search
numerical errors
process optimisation
SLSQP
Title Improved Sequential Least Squares Programming–Driven Feasible Path Algorithm for Process Optimisation
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