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The role of heat exchange on the behaviour of an oscillatory two-phase low-grade heat engine

机译:换热对振荡型两相低级热机性能的影响

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摘要

A particular type of oscillatory low-grade heat engine is examined with specific attention to the two-phase heat transfer process undergone in the device during operation. Three linear and spatially lumped models of this device are investigated, which incorporate: (a) a linear temperature profile (LTP) in the heat exchangers; (b) a constant temperature difference (CTD) between the heat exchangers and working fluid; and (c) a dynamic ability of the heat exchanger (DHX) blocks to store and release heat periodically. The LTP model has been presented in earlier work [10], where it was shown that including the effects of liquid flow inertia was important in the modelling of the device. In the present paper, the CTD and DHX models are developed and probed in order to study the effects of alternative heat exchange assumptions and descriptions on the operation and performance of the device. The condition for which continuous, sustained oscillations occur in the three models (i.e., marginal stability) and their associated exergetic efficiencies at this condition are calculated and compared. It is found that all three models predict oscillation frequencies in the same order of magnitude, but that the CTD model predicts unrealistically high efficiencies. Interestingly, when parameters associated with the power cylinder of the device are varied, a discontinuity in the oscillation frequency of the system is observed with all models. This feature has not been reported previously and is important for the better understanding and, ultimately, the improved design of such devices.
机译:检查了一种特殊类型的振荡低级热机,特别注意设备在运行过程中经历的两相传热过程。研究了该设备的三个线性和空间集总模型,其中包括:(a)热交换器中的线性温度曲线(LTP); (b)热交换器和工作流体之间的温度差恒定(CTD); (c)热交换器(DHX)块定期存储和释放热量的动态能力。 LTP模型已经在较早的工作中提出[10],其中表明在设备建模中包括液体流动惯性的影响很重要。在本文中,CTD和DHX模型被开发和探究,以研究替代性热交换假设和描述对设备运行和性能的影响。计算并比较了在三个模型中发生连续,持续振荡的条件(即边际稳定性)及其相关的能量效率。发现所有这三个模型都以相同的数量级预测振荡频率,但是CTD模型预测了不切实际的高效率。有趣的是,当改变与设备动力缸相关的参数时,在所有模型中都观察到系统振荡频率的不连续性。此功能以前未曾报道过,对于更好地理解以及最终改善此类设备的设计非常重要。

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