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Transition from gravity- to inertia-dominated behavior computed for the turbulent stably-stratified filling of an open enclosure

机译:计算从重力到惯性为主的行为,以对开放式机壳进行稳定的湍流分层填充

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摘要

This paper treats the unsteady mixed convection processes occurring during the stably-stratified bottom filling of an open enclosure with application to stratified thermal storage devices. Central to the performance of these devices is the extent of thermal mixing which occurs at the interface between the hot and cold fluid volumes as one or the other is displaced from the vessel. Useful volume fraction, a parameter reflecting the temperature limited usefulness of the stored fluid, and internal entropy generation are used to characterize the extent of thermodynamic losses in time and their variation with flow rates ranging from well-stratified to highly-mixed conditions. The transition to highly-mixed behavior is critically important since it limits the achievable energy discharge rates. Distinct trends in the variation of cumulative performance with Reynolds number indicate this transition occurs at Froude numbers of approximately one and lead to identification of a gravity-dominated and an inertia-dominated regime. In the gravity-dominated regime, the useful volume fraction increases linearly with time after an initial adjustment period and the turbulent diffusivity affects the variation of entropy generation only at the edges of the relatively distinct thermocline. Within the thermocline, the turbulent kinetic energy is completely damped by gravity. However, in the inertia-dominated or highly-mixed regime, the useful volume fraction starts to drop in the later stages of the filling process and appreciable entropy generation levels are distributed across a relatively wide thermocline with turbulent diffusivity playing a significant role throughout.
机译:本文研究了在开放式外壳的稳定分层底部填充过程中发生的不稳定混合对流过程,并将其应用于分层蓄热装置。这些设备性能的中心是热混合的程度,当一个或另一个从容器中移出时,热和冷流体之间的界面会发生热混合。有用的体积分数,反映所存储流体的温度受限有用性的参数以及内部熵的生成,用于表征热力学损失随时间的变化及其随流化程度从良好分层到高度混合条件的变化。过渡到高度混合的行为至关重要,因为它限制了可达到的能量释放速率。累积性能随雷诺数变化的明显趋势表明,这种转变发生在弗劳德数约为1的情况下,并导致确定了重力为主和惯性为主的状态。在重力控制下,有用的体积分数在初始调整期后随时间线性增加,并且湍流扩散率仅在相对不同的温跃层的边缘影响熵产生的变化。在温跃层中,湍流动能被重力完全衰减。但是,在惯性控制或高度混合的状态下,有用的体积分数在填充过程的后期开始下降,并且相当大的熵产生水平分布在相对较宽的温跃层中,湍流扩散率在整个过程中起着重要作用。

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