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A DYNAMIC HEAT TRANSFER ANALYSIS OF A THREE SIDED PYRAMIDAL FIN OF SCALENE TRIANGULAR CROSS-SECTIONAL AREA

机译:三边金字塔跨截面区域三面金字塔翅片的动态传热分析

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A dynamic analysis is performed on a three sided pyramidal fin of scalene triangular cross-sectional area (from here on referred to as a TSPSCA). Finite differences are used to solve the governing equation and produce a temperature profile throughout the TSPSCA as a function of time. Dimensionless variables are used. The characteristics of the temperature profile throughout the TSPSCA as a function of time are dependent upon a dimensionless parameter: the thermal conductance due to convection per the thermal conductance due to conduction. It is assumed that the temperature of the fin is homogenous and equal to the temperature of the convecting fluid at time equal zero. The results show that when the conductance ratio is high, the fin temperature profile reaches steady-state quickly; and that the temperatures through the fin deviate greatly from the fin base. Conversely, as this ratio falls in magnitude, the temperature throughout the fin at steady-state approaches the temperature of the fin base; and is slower to reach steady-state.
机译:对三边形三角形横截面区域的三面金字塔翅片进行动态分析(从此处称为TSPSCA)。有限差异用于解决控制方程并在整个TSPSCA中产生温度曲线作为时间的函数。使用无量变量。整个TSPSCA的温度曲线的特性依赖于无量纲参数:由于导通而导致的导致导致的热导流。假设翅片的温度是均匀的,并且在时刻等于对流流体的温度。结果表明,当电导比率高时,鳍温度曲线迅速达到稳态;并且,通过翅片的温度从鳍基础偏离。相反,随着该比率的幅度下降,稳态整个翅片的温度接近翅片基底的温度;达到稳态速度慢。

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