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METHODOLOGY FOR INTRINSIC EXERGY ANALYSIS AS GUIDE FOR PROCESS IMPROVEMENT, WITH A FUEL DROPLET COMBUSTION EXAMPLE

机译:具有燃料液滴燃烧例的固有漏洞分析作为工艺改进指南的方法

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While exergy analysis is by now commonly used on the system level to identify losses and recommend ways for reducing them, its use on the "intrinsic", field, level where the exergy of a process is calculated as a function of location and time, is still developing. Intrinsic exergy analysis is a most useful method for identifying and understanding the specific reasons for exergy losses in a process, and in devising methods for their reduction. A good example, which is the sample case of this paper, is the analysis of exergy losses in combustion processes, which are known to be responsible for around 30% of the fuel potential to produce power. In this paper we develop a methodology for intrinsic exergy analysis and for its use for process improvement, using the case of combustion of a n-heptane droplet as example. The time-dependent continuity, energy and species conservation equations together with the reaction kinetics, state equations, and temperature and concentration dependent transport properties, are solved numerically to determine the temperature and concentrations fields. These results are then used to calculate the rates of local entropy generation to determine the spatial and temporal irreversibilities produced during the combustion process, as well as the exergy efficiency. The results obtained indicate, among other things, that after ignition has taken place, the exergy loss (or entropy generation) component most responsible for the overall exergy loss is the chemical entropy, having the same order of magnitude as the rest of the entropy generation terms combined for all the cases evaluated. The computed exergy efficiency for the base case is 68.4%, in agreement with previous droplet combustion exergy studies. To develop guidelines for the process improvement, the sensitivity of the second law efficiency to the initial gas temperature (T{sub}(gi)), reaction rate (ω), and combustion duration were analyzed. The results generated several promising improvement avenues.
机译:虽然Deervy分析现在通常用于系统级别以识别损失并推荐减少它们的方法,但它在“内在”,现场,级别的使用方式计算为位置和时间的函数,是仍在发展。内在的漏洞分析是一种最有用的方法,用于识别和理解一个过程中无法损失的具体原因,以及制定减少的方法。一个很好的例子,即本文的样本案例,是燃烧过程中的漏洞损失的分析,已知是负责产生功率的大约30%的燃料电量。在本文中,我们使用N-庚烷液滴的燃烧为例,开发了一种用于固有的漏洞分析和用于工艺改进的方法。与反应动力学,状态方程和温度和浓度依赖性运输性能一起的时间依赖连续性,能量和物种保护方程在数值上进行了解决以确定温度和浓度场。然后使用这些结果来计算局部熵生成的速率,以确定在燃烧过程中产生的空间和时间不义,以及漏洞效率。所获得的结果表明,除其他外,在点火之后,对于整体漏洞最负责的高度损失(或熵生成)组件是化学熵,其与其余熵产生相同的数量级术语组合在评估的所有情况下。基本案例的计算出高效效率为68.4%,同时与先前的液滴燃烧驱逐研究。为了制定过程改进的准则,分析了第二律效率对初始气体温度(T {Sub}(GI)),反应速率(ω)和燃烧持续时间的敏感性。结果产生了几个有前途的改进途径。

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