数据中心就地按需冷却的基于冷冻水的横流换热器的瞬态建模与验证

M. del Valle, Carol Caceres, A. Ortega
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引用次数: 10

摘要

数据中心中使用的混合空气/液体冷却系统可以使用各种方法实现本地化,按需冷却或“智能冷却”,例如后门热交换器,顶部冷却系统和排冷却系统。这些系统仅在需要时提供局部冷却,从而提供了实现更高能源效率的潜力,从而减少了传统系统特有的过度供应。所有混合冷却系统的核心是一个空气-液体交叉流热交换器,它通过调节液体或空气的流动或温度来调节系统提供的冷却量。了解热交换器的瞬态响应对系统的精确控制至关重要。在这张纸上有一个12英寸。采用有限差分法求解的三个偏微分方程,对具有与数据中心中常见的换热器相似特性的x12水-空气换热器进行建模。该模型与实验数据进行了验证,实验数据来自一个实验装置,该实验装置设计用于引入受控的温度和流量的瞬态扰动,并对进入换热器的空气和液体流动进行了控制。得到了进口水温和质量流量的阶跃变化、斜坡变化和正弦变化的实验数据。换热器的空气侧和液体侧采用稳态传热系数。利用格涅林斯基关系计算了管内换热系数。采用稳态技术提取空气侧换热系数。利用这些参数,发现动态换热器模型与瞬态实验数据吻合得非常好。建模方程还可以根据描述其设计和运行条件的主要独立无量纲参数,深入了解热交换器的特征响应时间。
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Transient modeling and validation of chilled water based cross flow heat exchangers for local on-demand cooling in data centers
Hybrid air/liquid cooling systems used in data centers enable localized, on-demand cooling, or “smart cooling” using various approaches such as rear door heat exchangers, overhead cooling systems and in row cooling systems. These systems offer the potential to achieve higher energy efficiency by providing local cooling only when it is needed, thereby reducing the overprovisioning that is endemic to traditional systems. At the heart of all hybrid cooling systems is an air to liquid cross flow heat exchanger which regulates the amount of cooling that the system provides by modulating the liquid or air flows or temperatures. Understanding the transient response of the heat exchanger is crucial for the precise control of the system. In this paper a 12 in. × 12 in water to air heat exchanger, with similar characteristics to the heat exchanger commonly found in data centers, is modeled using three partial differential equations solved by the use of a finite difference approach. The model is validated against experimental data obtained from an experimental rig designed to introduce controlled transient perturbations in temperature and flow on the inlet air and liquid flows to the heat exchanger. Experimental data were obtained for step change, ramp change, and sinusoidal variation in the inlet water temperature and mass flow rate. Steady state heat transfer coefficients are used in the air and liquid side of the heat exchanger. The heat transfer coefficient inside the tubes is calculated by the use of the Gnielinski correlation. A steady state technique is used to extract the air side heat transfer coefficient. With these parameters, it was found that the dynamic heat exchanger model agrees remarkably well with the transient experimental data. The modeling equations also provide insight into the characteristic response times of the heat exchanger in terms of the major independent non-dimensional parameters describing its design and operating conditions.
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