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Comment on 'Study on the consistency between field synergy principle and entransy dissipation extremum principle'

机译：评论“关于场协同原理与穿越耗散极值原理之间一致性的研究”

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Highlights•Connection between FSP and EDEP is analyzed via eight numerical examples.•The best composite porous material form composed of tetrakaidecahedron is obtained.•Inherent consistency between FSP and EDEP via Fc is definitely demonstrated.AbstractThis paper is aiming at numerically demonstrating the interrelationship and consistency between field synergy principle (FSP) via the field synergy number (Fc) and the entransy dissipation extremum principle (EDEP). Numerical simulation is conducted by using the FLUENT software and the user defined function programs (UDF) for fin-and-tube surfaces (plain plate and slotted fins) and composite porous materials. The thermal boundary conditions include given heat flux and given surface temperature. The flow includes laminar and turbulent. The air properties may be constant or vary with temperature. Based on the numerical data the analyzed results from the FSP via Fc are totally consistent with the results analyzed by the EDEP for all the cases studied. Such consistency between the FSP and the entransy theory can be regarded as a kind of demonstration of the reliability and correctness of both the FSP and the entransy theory.
机译： 突出显示 • 通过八个数值示例分析了FSP和EDEP之间的联系。 < ce：list-item id =“ o0010”> • 获得了最佳的由正十二面体组成的复合多孔材料形式。 • FSP和EDEP之间通过Fc固有的一致性得到了证实。 摘要< / ce：section-title> 本文旨在以数字方式说明相互关系场协同数（Fc）和场耗极值原理（EDEP）之间的场协同原理（FSP）之间的一致性。使用FLUENT软件和用户定义的功能程序（UDF）对翅片和管子表面（普通板和开缝翅片）和复合多孔材料进行数值模拟。热边界条件包括给定的热通量和给定的表面温度。流动包括层流和湍流。空气性质可以恒定或随温度变化。根据数值数据，FSP通过Fc得出的分析结果与EDEP分析的所有情况下的结果完全一致。 FSP和对等理论之间的这种一致性可以看作是FSP和对等理论的可靠性和正确性的一种证明。

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