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Proper Orthogonal Decomposition-Based Modeling Framework for Improving Spatial Resolution of Measured Temperature Data

机译:基于正交分解的模型框架,可提高温度数据的空间分辨率

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This paper presents a proper orthogonal decomposition (POD)-based reduced-order modeling framework to improve spatial resolution of measured temperature data in an air-cooled data center. This data-driven approach is applied on transient air temperature data, acquired at the exhaust of a server simulator rack. Temperature data is collected by a distributed thermocouple network at 1 Hz sampling frequency following a step impulse in the rack heat load. The input data are organized in a 2-D array, comprising transient temperature signals measured at various spatial locations. Because its computational time scales logarithmically with the input size, the proposed POD-based approach is potentially useful as an efficient tool for handling large transient data sets. With spatial location being the parameter for the input data matrix, the proposed approach is suitable for rapid synthesis of transient temperature data at new spatial locations. The comparison between POD-based local air temperature predictions and corresponding data indicates a maximum prediction uncertainty of 3.2%, and root mean square prediction uncertainty of 1.9%.
机译:本文提出了一种基于正交分解(POD)的适当降阶建模框架,以提高空冷数据中心中测得的温度数据的空间分辨率。这种数据驱动的方法适用于在服务器模拟器机架的排气口获取的瞬时空气温度数据。在机架热负载出现阶跃脉冲后,温度数据由分布式热电偶网络以1 Hz采样频率收集。输入数据以二维数组的形式组织,包括在各个空间位置测量的瞬态温度信号。因为它的计算时间与输入大小成对数比例,所以所提出的基于POD的方法作为处理大型瞬态数据集的有效工具可能很有用。以空间位置为输入数据矩阵的参数,该方法适用于在新的空间位置快速合成瞬态温度数据。基于POD的本地气温预测和相应数据之间的比较表明,最大预测不确定度为3.2%,均方根预测不确定度为1.9%。

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