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Multi-objective optimization in a finite time thermodynamic method for dish-Stirling by branch and bound method and MOPSO algorithm

机译:分支和拟合法和MOPSO算法用电有限时间热力学方法的多目标优化

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摘要

There are various analyses for a solar system with the dish Stirling technology. One of those analyses is the finite time thermodynamic analysis. By the finite time thermodynamic analysis, the total power of system can be obtained by calculating the process time. In this study, the convection and radiation heat transfer losses from collector surface, the conduction heat transfer between hot and cold cylinders and cold side heat exchanger have been considered. During this investigation, the four objective functions have been optimized simultaneously. These objective functions are included of the power, efficiency, entropy and economic factors. In addition to the four-objective optimization, three-objective, two-objective and single-objective optimizations have been done on the dish-Stirling model. In this study, the algorithm of MOPSO with post-expression of preferences is used for multi-objective optimizations while the Branch and Bound algorithm with Pre-expression of preferences is used for single-objective and multi-objective optimizations. In case of multi-objective optimizations with post-expression of preferences, Pareto optimal front are obtained, afterward by implementing the Fuzzy, LINMAP and TOPSIS decision making algorithms, the single optimum results can be achieved. At the end, the comparison of the results shows the benefits of MOPSO in optimizing dish Stirling finite time thermodynamic equations.
机译:具有盘斯特林技术的太阳能系统各种分析。其中一个分析是有限时间热力学分析。通过有限时间热力学分析,通过计算处理时间可以获得系统的总功率。在该研究中,已经考虑了集电器表面的对流和辐射传热损耗,热和冷气缸和冷侧热交换器之间的传导热传递。在这次调查期间,四个目标函数同时进行了优化。这些目标职能包括在权力,效率,熵和经济因素中。除了四目标优化,在盘斯特林模型上已经完成了三目标,双目标和单目标优化。在该研究中,具有偏好的后表达的MOPSO算法用于多目标优化,而具有预先表达的分支和结合算法用于单目标和多目标优化。在具有偏好的后表达后的多目标优化的情况下,可以获得帕累托最佳的前沿,之后通过实现模糊,LINMAP和TOPSIS决策算法,可以实现单一的最佳结果。最后,结果的比较显示了MOPSO优化盘斯特林有限时间热力学方程的益处。

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