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Finite element simulation of temperature variation in grain metal silo

机译:谷物筒仓温度变化的有限元模拟

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This research was conducted to study temperature variation in grain metal silo using Finite Element Method (FEM). A mathematical model was developed, based on conductive heat transfer expressed in Poisson and Laplace Differential models, by discretising the actual temperature variation at 8 hours storage interval for 153 days (May to September). The temperature variations were measured from specified radii (0, 3.25 m and 8.25 m) and at depth of 1.2 m from the base of the grain silo. The results of the simulation were compared with the ambient and measured values, and this agreed with each other. The pattern of temperature at the depth of 1.2 m from the radii of the metal silo did not differ from each other. This may imply that the silo will need aeration at an interval of 8 hours to curtail excessive heat buildup that may lead to deterioration of stored grains and possible structural failure.
机译:进行该研究以研究使用有限元法(FEM)研究谷物金属筒仓的温度变化。 基于在泊松和拉普拉斯差动模型中表达的导电热传递,通过离散的8小时储存间隔(5月至9月)来实现数学模型。 温度变化由指定的半径(0,3.25m和8.25米)测量,深度从晶粒筒仓的底部深度1.2米。 将模拟结果与环境和测量值进行比较,这彼此同意。 距离金属筒仓半径的1.2米深度的温度模式并没有彼此不同。 这可能意味着筒仓需要在8小时内需要曝气,以减少过量的热量积聚,这可能导致储存的颗粒的恶化和可能的结构失败。

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