Application of computational fluid dynamics (CFD) for optimal temperature sensor placement in a greenhouse equipped with a pad-fan cooling (PFC) system
Alireza Kalbasinia , Mehrnoosh Jafari , Ramin Kouhikamali , Morteza Sadeghi , Ali Nikbakht , Amir Tayefi
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引用次数: 0
Abstract
The greenhouse microclimate is influenced by several external parameters, including ambient temperature, relative humidity, solar radiation intensity, wind speed, and the type of cultivated crops. Attaining optimal environmental control within greenhouse necessitates the precise placement of sensors to monitor these key parameters. However, sensor placement is frequently guided by the empirical knowledge and experience of greenhouse owners and designers rather than systematic methodologies. The primary objective of this study is to identify the optimal location for temperature sensor placement using Computational Fluid Dynamics (CFD) analysis. Air temperature data was utilized in this study, a key factor in plant growth, often regarded as one of the most significant. A greenhouse with dimensions of 52.5 m × 21 m × 7.75 m modeled in SolidWorks and subsequently imported into ANSYS Fluent for CFD simulations. A mesh independence analysis determined that a computational grid comprising 324,414 cells provided an appropriate balance between computational efficiency and solution accuracy. CFD analysis was conducted under two conditions: with and without an active cooling system. Temperature and airflow velocity data were collected at 15 discrete points positioned at a height of 1.5 m above the greenhouse floor for all simulated scenarios. A comparison between experimental measurements and CFD results demonstrated good agreement, with the mean absolute percentage error (MAPE) remaining below 5 % in all cases. In all simulated conditions, the maximum and minimum temperatures were recorded at the greenhouse roof and floor, respectively, with a maximum temperature difference exceeding 10 °C. The findings indicated that the temperature gradient was significantly greater when the cooling system was deactivated. The optimal sensor installation position was determined using the entropy-based method and K-means clustering. Data from the mean absolute temperature difference indicates that if only one temperature sensor is to be used in the greenhouse, the entropy method suggests position 4, near the pad, as the optimal installation location, whereas the K-means method recommends position 8, at the center of the greenhouse. The optimal sensor placements were established by combining standardized temperature and air velocity data (Z-index), with nodes 4 and 5 identified as ideal locations for the entropy and K-means methods, respectively.
温室小气候受环境温度、相对湿度、太阳辐射强度、风速和栽培作物类型等外部参数的影响。实现温室内的最佳环境控制需要传感器的精确放置来监测这些关键参数。然而,传感器的放置通常是由温室所有者和设计师的经验知识和经验指导的,而不是系统的方法。本研究的主要目的是利用计算流体动力学(CFD)分析确定温度传感器的最佳放置位置。气温数据是影响植物生长的关键因素,通常被认为是最重要的因素之一。在SolidWorks中建模尺寸为52.5 m × 21 m × 7.75 m的温室,随后导入ANSYS Fluent进行CFD模拟。网格独立性分析确定了包含324,414个单元的计算网格在计算效率和求解精度之间提供了适当的平衡。CFD分析在有主动冷却系统和没有主动冷却系统两种情况下进行。温度和气流速度数据在温室地面上方1.5米的15个离散点收集,用于所有模拟场景。实验测量结果与CFD结果的比较显示出良好的一致性,在所有情况下,平均绝对百分比误差(MAPE)保持在5%以下。在所有模拟条件下,温室屋顶和地板分别记录了最高和最低温度,最大温差超过10°C。研究结果表明,当冷却系统关闭时,温度梯度明显更大。采用基于熵的方法和K-means聚类确定传感器的最佳安装位置。平均绝对温差数据表明,如果温室中只使用一个温度传感器,熵值法建议在靠近垫块的位置4为最佳安装位置,而k均值法建议在温室中心位置8。通过结合标准化温度和空气速度数据(z指数)确定最佳传感器位置,节点4和5分别被确定为熵和K-means方法的理想位置。