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HIGH-ACCURACY ANALYSIS METHODS OF FLUID TEMPERATURE FLUCTUATIONS AT T-JUNCTIONS FOR THERMAL FATIGUE EVALUATION

机译:T结处流体温度波动的高精度分析方法,用于热疲劳评估

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T-junctions are widely used for fluid mixing in nuclear power and process plants. Temperature fluctuations generated by the mixing of hot and cold fluids at a T-junction can cause thermal fatigue failure. The existing method for evaluating thermal fatigue leads to an over-conservative evaluation in part. CFD/FEM coupling analysis is a useful tool for the more rational evaluation of thermal fatigue. The present paper aims to verify another high-accuracy difference scheme used for simulating fluid temperature fluctuations at T-junctions for rational evaluation of thermal fatigue. In addition to the high-accuracy numerical methods presented in the previous paper, the TVD 2nd-order upwind difference scheme (2UD) is also used for the CFD analysis. In the present simulation, the TVD 2UD scheme is only applied to calculate the convective term of the energy equation to facilitate the comparison with the previous simulation. For comparison, the simulation conditions including the geometry of T-junction are the same as those in the experiments in the literature. The simulation results for distributions of time-averaged fluid temperature are very close to the experimental and previous simulation results. Especially, the predicted results of fluid temperature fluctuations of our concern also agree with the experimental and previous simulation results very well. The simulation results indicate that the TVD 2UD scheme is also a high-accuracy numerical method for the simulation of unsteady phenomena, along with the hybrid scheme.
机译:T型接头广泛用于核电站和加工厂中的流体混合。在T形结处混合热流体和冷流体所产生的温度波动会导致热疲劳破坏。现有的评估热疲劳的方法在某种程度上导致了过度保守的评估。 CFD / FEM耦合分析是用于更合理地评估热疲劳的有用工具。本文旨在验证另一种高精度差分方案,该方案可用于模拟T形结处的流体温度波动,以合理评估热疲劳。除了前文介绍的高精度数值方法外,TVD二阶迎风差分格式(2UD)也用于CFD分析。在目前的模拟中,TVD 2UD方案仅用于计算能量方程的对流项,以便于与先前的模拟进行比较。为了进行比较,包括T型结的几何条件在内的仿真条件与文献中的实验条件相同。时间平均流体温度分布的模拟结果与实验和先前的模拟结果非常接近。特别是,我们关注的流体温度波动的预测结果也与实验和先前的模拟结果非常吻合。仿真结果表明,TVD 2UD方案与混合方案一样,也是一种用于模拟非稳态现象的高精度数值方法。

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