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Stochastic Multi-Objective Process Optimization by using the Composite Objective Function

机译:随机多目标流程优化使用综合目标函数

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This paper presents a novel computer-aided tool for multi-criteria optimizations of process flow sheets with larger numbers of uncertain parameters. Two ideas have been implemented in order to perform the optimization within a reasonable CPU time. The former consists of converting a multi-criteria into a single-criterion problem by applying a single sustainability objective function composed of the economic, environmental and social criteria, thus avoiding a time-consuming generation of multiple Pareto solutions. The latter relies on a reduced number of scenarios for Monte Carlo optimization of a process flow sheet. Rather than determining the required number of scenarios based on a given confidence limit, relative frequency and cumulative probability functions are generated by gradually increasing the number of scenarios. A new, cumulative distribution difference indicator has been proposed which measures a relative contribution of an additional scenario to the change of the cumulative function. When the value of this indicator approaches 0, a practically reasonable number of Monte Carlo scenarios has been incorporated in the optimization problem and a sufficiently accurate cumulative function has been generated.
机译:本文提出了一种新型计算机辅助工具,用于具有较数不确定参数的过程流程图的多标准优化。已经实施了两个想法,以便在合理的CPU时间内执行优化。前者包括通过应用由经济,环境和社会标准组成的单一可持续性目标函数来将多标准转换为单个标准问题,从而避免了多个帕累托解决方案的耗时产生。后者依赖于工艺流程图的蒙特卡罗优化的减少数量的场景。通过逐渐增加场景的数量来生成基于给定的置信限制,相对频率和累积概率函数来生成相对频率和累积概率函数而不是确定所需的场景。已经提出了一种新的累积分布差异指标,其衡量额外情况对累积函数的变化的相对贡献。当该指示器的值接近0时,实际合理数量的蒙特卡罗情景已经结合在优化问题中,并且已经生成了足够精确的累积函数。

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