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The algorithm combines two distinct models, a superstructure simultaneous optimisation model for the HEN synthesis and a model for the detailed equipment design according to TEMA.
The simultaneous optimisation model of the proposed superstructure is formulated as a non-convex mixed integer non-linear programming (MINLP) problem for minimising the total annual network cost (TAC).
The developed methodology is based on a superstructure simultaneous optimisation model for the HEN synthesis considering stream splitting, with an additional constraint of including all the existent equipment among the possibilities of heat exchanges.
This work proposes a novel general superstructure and a simultaneous optimisation model for the designing of a heat-integrated water-using and wastewater treatment network (HIWTN) by combining a water-using network (WN), a wastewater treatment network (WTN), and a heat exchanger network (HEN).
The algorithm combines two distinct models, in a decomposition method, a mixed integer non-linear programming (MINLP) superstructure simultaneous optimisation model for the heat exchanger network synthesis considering stream splitting and a MINLP model for the detailed equipment design, following rigorously the standards of the TEMA.
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We have presented WAAC, an extension of the modified ACO algorithm of Shen et al. [26], which can perform simultaneous optimisation of feature selection and model parameters.
Here we describe WAAC, Winnowing Artificial Ant Colony, a stochastic wrapper for feature selection and parameter optimisation that combines simultaneous optimisation of the selected descriptors and the model parameters to create a model with good predictive accuracy.
FGP has helped to overcome the problem of simultaneous optimisation of goals and the expression of goal's aspiration level in mathematic terms which is not feasible using goal programming model (Moradgholi et al. 2016).
The optimisation model is solved with a modified particle swarm optimisation algorithm.
The first subsection describes the SOS Voyager optimisation model.
The detailed backhaul optimisation model is defined as follows.
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