Experimental and Numerical Investigation of Vertical Temperature Gradients in Warehouses: Retrofit Interventions To Manage Temperature Sensitive Products
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Basaran, Tahsin
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Green Open Access
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Abstract
This paper investigates vertical temperature gradients in warehouse design to ensure optimal storage conditions. In warehouses with ceilings over 10.0 m high, buoyancy-driven warm air often causes significant temperature disparities. This study uses a combination of field measurements and computational fluid dynamics (CFD) simulations to measure thermal stratification. It also examines the impact of mechanical systems, such as ceiling- mounted radiant cooling and floor heating. CFD simulations are validated against field data, showing that destratification cooling systems can reduce ceiling temperatures by up to 4.0 degrees C in summer. These systems can also raise floor temperatures by 7.0 degrees C during heating. Field data collected over a year show vertical temperature gradients up to 3.0 degrees C. However, the temperature difference between ceiling and floor remains below 0.2 degrees C, keeping indoor temperatures within an ideal range of 20.0-24.0 degrees C year-round. The study highlights the benefits of combining radiant cooling with floor heating to achieve temperature uniformity. Floor heating scenarios generate air velocities of up to 0.8 m/s, with an average velocity of 0.2 m/s. In contrast, ceiling-mounted cooling systems result in slightly lower air velocities, reaching a maximum of 0.5 m/s and an average of 0.1 m/s. This research is especially relevant for temperature-sensitive products, as illustrated by a case study involving cured tobacco bales. The retrofit proposals ensure optimal indoor conditions and reduce vertical temperature gradients. These findings validate the proposed methodology as a reliable approach for managing temperature variations in warehouses handling temperature-sensitive goods.
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Warehouse Design, Thermal Stratification, Field Measurements, Temperature-Sensitive Products, Cfd Simulations
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