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Simultaneously targeting for the minimum water requirement and the maximum production in a batch process

机译:同时以最小的水需求量和最大的批量生产目标为目标

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This work proposes a multiple objective formulation to simultaneously target the minimization of fresh water requirement and the maximization of production in a batch process. The proposed mixed integer linear programming formulation includes scheduling (such as allocation constraints, time constraints, capacity constraints, mass balances, etc.) as well as fresh water minimization constraints (such as concentration, flow requirements, etc.) and illustrated through an example. The trade-offs between the production and the fresh water requirement is captured through the Pareto optimal front The Pareto optimal front consists of discrete points and facilitates decision maker to select an appropriate operating point based on other process constraints. Furthermore, it has been demonstrated that due to non-convexity of the model, weighted objective method fails to identify all the Pareto optimal points.
机译:这项工作提出了一个多目标制定方案,以同时针对最小的淡水需求量和批量生产中的最大产量为目标。所提出的混合整数线性规划公式包括调度(例如分配约束,时间约束,容量约束,质量平衡等)以及淡水最小化约束(例如浓度,流量需求等),并通过示例进行了说明。 。生产和淡水需求之间的权衡是通过Pareto最优前沿获得的。Pareto最优前沿包括离散点,方便决策者根据其他过程约束选择合适的工作点。此外,已经证明由于模型的非凸性,加权目标方法无法识别所有帕累托最优点。

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