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Dynamic performance of a natural circulation loop with end heat exchangers under different excitations

机译:不同激励下带有末端热交换器的自然循环回路的动态性能

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In the present work the dynamic performance of a natural circulation loop (NCL) has been studied under step, ramp, exponential and sinusoidal excitations. The loop is equipped with two heat exchangers at its lower and upper end for the heating and cooling of the loop fluid. For the analysis, transient one-dimensional conservation equations have been constructed for the loop fluid as well as for the two fluid streams of hot and cold end heat exchangers. The solution of a set of differential equations and one integro-differential equation has been obtained through a finite element method (FEM). For different excitations imposed to the inlet temperature of the hot fluid responses have been studied for the outlet temperature of the two fluid streams and the mass flow rate of the coupling fluid. It has been observed that all these quantities experience some initial transients before reaching the steady state. Time needed for the attainment of steady state varies with the type of excitation. A finite time delay is observed before the cold fluid stream temperature starts responding to the excitation. This delay is related to the time required for the advection of a fluid particle.
机译:在目前的工作中,已经在阶跃,斜坡,指数和正弦激励下研究了自然循环回路(NCL)的动态性能。回路在其下端和上端装有两个热交换器,用于加热和冷却回路流体。为了进行分析,已经为回路流体以及热端热交换器和冷端热交换器的两个流体流构建了瞬态一维守恒方程。通过有限元方法(FEM)获得了一组微分方程和一个积分微分方程的解。对于施加到热流体入口温度的不同激励,已经研究了两种流体流的出口温度和耦合流体的质量流速的响应。已经观察到,所有这些量在达到稳态之前都会经历一些初始瞬变。达到稳态所需的时间随激励类型而变化。在冷流体温度开始响应激发之前,观察到有限的时间延迟。该延迟与流体粒子平流所需的时间有关。

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