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An Assessment of Coupling Algorithms in HTR Simulator TINTE

机译:HTR模拟器TINTE中的耦合算法评估

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This paper evaluates the performance of neutronic and thermal-hydraulic coupling algorithms in transient problems based on the high-temperature gas-cooled reactor simulator TINTE. In particular, the operator splitting semi-implicit (OSSI), Picard iteration, and Jacobian-free Newton-Krylov (JFNK) methods are compared by a practical engineering model. The OSSI method is employed in the original TINTE. The fully implicit algorithms TINTE-Picard and TINTE-JFNK are implemented in this study. Several special numerical technologies are discussed to improve the performance of JFNK. First, a novel JFNK variant is employed to deal with the multiscale coupling between local fuel sphere temperature and global solid porous media temperature. Second, the preconditioning strategy is determined by making a balance between performance and code burden. Finally, the scaling modifications of the Jacobian matrix and perturbation size are investigated to solve the ill-posed problem. What is more, the framework of TINTE-Picard and TINTE-JFNK is presented, and the key points of implementation are discussed. Numerical results indicate that the advanced coupling algorithms Picard and JFNK can achieve higher computational performance than the original semi-implicit coupling algorithm in TINTE due to the accuracy and stability advantage.
机译:本文基于高温气冷堆模拟器TINTE,评估了瞬态问题中中子与热工耦合算法的性能。特别是,通过实用的工程模型比较了算子分裂半隐式(OSSI),皮卡德(Picard)迭代和无雅可比的牛顿-克里夫(JFNK)方法。 OSSI方法在原始TINTE中使用。本研究实现了完全隐式算法TINTE-Picard和TINTE-JFNK。讨论了几种特殊的数值技术,以提高JFNK的性能。首先,采用新颖的JFNK变体来处理局部燃料球温度与整体固体多孔介质温度之间的多尺度耦合。其次,通过在性能和代码负担之间取得平衡来确定预处理策略。最后,研究了雅可比矩阵的标度修改和摄动大小,以解决不适定问题。此外,介绍了TINTE-Picard和TINTE-JFNK的框架,并讨论了实现的重点。数值结果表明,由于精度和稳定性的优势,先进的Picard和JFNK耦合算法比TINTE中的原始半隐式耦合算法具有更高的计算性能。

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