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Temperature and entropy generation behavior in rectangular ducts with 3-D heat transfer coupling (conduction and convection)

机译:具有3-D传热耦合的矩形管道中的温度和熵产生行为(传导和对流)

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摘要

Temperature and entropy generation fields are evaluated for 3-D heat transfer coupling (conduction and convection) using a mathematical and computational model. Results are obtained from numerical simulation and analyzed for conditions of fully developed laminar flow inside rectangular ducts. Thermal boundary conditions, at the walls cross section and axial direction, are non-uniform and not imposed. A numerical method of modified TDMA algorithm combined with an iterative solution for the system of algebraic equations obtained was developed. Equations were discretised by finite differences. Convergence is guaranteed by applying the first law of thermodynamics. Considering the thinness of the walls, conduction effectiveness is well represented as 1-D. The methodology applied considers air, water and oil as working fluids at 300 K and carbon-steel as wall material. Results for these cases are presented with the intention of finding, the best fluid heating conditions as a first approach to the design of heat exchangers systems.
机译:使用数学和计算模型对3-D传热耦合(传导和对流)评估温度和熵产生场。从数值模拟中获得结果,并分析矩形管道内部充分发展的层流的条件。在壁的横截面和轴向方向上的热边界条件是不均匀的,不是强制性的。针对所获得的代数方程组,提出了一种改进的TDMA算法与迭代解相结合的数值方法。方程通过有限差分离散化。通过应用热力学第一定律可以保证收敛。考虑到壁的薄度,传导效率很好地表示为一维。所采用的方法将空气,水和油视为300 K下的工作流体,并将碳钢作为壁面材料。提出这些情况的结果是为了寻找最佳的流体加热条件,这是设计热交换器系统的第一种方法。

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