工程流系统几何结构的热力学优化

Adrian Bejan
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引用次数: 66

摘要

这篇综述提请注意一个新兴的工作机构,依赖于全球热力学优化的追求流动系统架构。火用分析确立了理论性能极限。热力学优化(或熵产最小化)使设计尽可能接近理论极限。由于限制(有限的尺寸、时间和成本),设计注定是不完美的。改进是通过将缺陷(如流动阻力)扩散到整个系统中来记录的。阻力相互竞争,必须一起优化。最优传播包括空间分布、几何形态、拓扑结构和地理位置。系统架构产生于受限的全局优化。通过一个简单的例子说明了这一原理:优化尺寸、间距和传热面分布(分配)到一个发电厂的两个换热器。在更复杂的电力和制冷系统中也存在类似的推导流动结构的机会。算例表明,基于该原理可以推导出飞机环境控制系统换热器的完整结构。
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Thermodynamic optimization of geometry in engineering flow systems

This review draws attention to an emerging body of work that relies on global thermodynamic optimization in the pursuit of flow system architecture. Exergy analysis establishes the theoretical performance limit. Thermodynamic optimization (or entropy generation minimization) brings the design as closely as permissible to the theoretical limit. The design is destined to remain imperfect because of constraints (finite sizes, times, and costs). Improvements are registered by spreading the imperfection (e.g., flow resistances) through the system. Resistances compete against each other and must be optimized together. Optimal spreading means spatial distribution, geometric form, topology, and geography. System architecture springs out of constrained global optimization. The principle is illustrated by simple examples: the optimization of dimensions, spacings, and the distribution (allocation) of heat transfer surface to the two heat exchangers of a power plant. Similar opportunities for deducing flow architecture exist in more complex systems for power and refrigeration. Examples show that the complete structure of heat exchangers for environmental control systems of aircraft can be derived based on this principle.

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Author index Announcement Some thermodynamic remarks on non-equilibrium fluid streams The exergy flux of radiative heat transfer for the special case of blackbody radiation Work and entropy production aspects of irreversible processes in closed and steady-state open systems
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