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Application of Second Law Analysis in Heat Exchanger Systems

机译:第二定律分析在热交换器系统中的应用

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In recent decades, the second law of thermodynamics has been commonly applied in analyzing heat exchangers. Many researchers believe that the minimization of entropy generation or exergy losses can be considered as an objective function in designing heat exchangers. Some other researchers, however, not only reject the entropy generation minimization (EGM) philosophy, but also believe that entropy generation maximization is a real objective function in designing heat exchangers. Using driving forces and irreversibility relations, this study sought to get these two views closer to each other. Exergy loss relations were developed by sink–source modeling along the heat exchangers. In this case, two types of heat exchangers are introduced, known as “process” and “utility” heat exchangers. In order to propose an appropriate procedure, exergy losses were examined based on variables and degrees of freedom, and they were different in each category. The results showed that “EGM” philosophy could be applied only to utility heat exchangers. A mathematical model was also developed to calculate exergy losses and investigate the effects of various parameters. Moreover, the validity of the model was evaluated by some experimental data using a double-pipe heat exchanger. Both the process and utility heat exchangers were simulated during the experiments. After verifying the model, some case studies were conducted. The final results indicated that there was not a real minimum point for exergy losses (or entropy generation) with respect to the operational variables. However, a logic minimum point could be found for utility heat exchangers with regard to the constraints.
机译:近几十年来,热力学第二定律已普遍用于分析热交换器。许多研究人员认为,在设计热交换器时,可以将熵产生或火用损失的最小化视为目标函数。但是,其他一些研究人员不仅拒绝了熵产生最小化(EGM)的哲学,而且还认为熵产生最大化是设计热交换器的真正目标函数。利用驱动力和不可逆关系,本研究试图使这两种观点相互接近。火用损失关系是通过沿换热器的汇源模型开发的。在这种情况下,引入了两种类型的热交换器,称为“过程”和“实用”热交换器。为了提出适当的程序,基于变量和自由度检查了火用损失,并且在每个类别中它们都是不同的。结果表明,“ EGM”原理仅可应用于公用热交换器。还开发了一个数学模型来计算火用损失并研究各种参数的影响。此外,使用双管换热器通过一些实验数据评估了模型的有效性。实验过程中对过程热交换器和公用热交换器进行了仿真。验证模型后,进行了一些案例研究。最终结果表明,就操作变量而言,火用损失(或熵产生)没有真正的最小值。然而,关于约束条件,可以找到实用热交换器的逻辑最小值。

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