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IMPLEMENTATION OF STRONG IMPLICIT PROCEDURE FOR THE ENERGY EQUATIONS IN SUBCHANNEL CODE ATHAS

机译:子代码ATHAS中能量方程的强隐式过程的实现

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The poor computational efficiency is one of the main defects of the early developed subchannel codes. With the increased requirement of LWR subchannel pin-by-pin analysis and coupled local neutronics evaluations, it is necessary to improve the computational efficiency of subchannel codes. ATHAS is a subchannel code using the drift flux five equations model and the full implicit algorithm. An exhaustive analysis of the CPU times by code for different stages in the solution process revealed that more than 80 percent of the total CPU time is used for solving energy equations in ATHAS. The energy equations in ATHAS is solved by Gauss-elimination method and it is found that solving the algebraic equations of energy equations accounts for large proportion of the CPU times. In order to improve the computational efficiency, a SIP (strong implicit procedure) method is implemented in the ATHAS code. As a result, the energy matrix will be decomposed into the product of upper triangular matrix and lower triangular matrix as well as an additional nonzero small matrix. Based on the upper triangular matrix and lower triangular matrix, energy equations will be solved iteratively. A whole fuel assembly problem, which has 324 channels, has been calculated in this paper. The calculation results showed that for a 324 channels problem, 77 percent of the total CPU time can be saved by implementing the SIP method into ATHAS code.
机译:差的计算效率是早期发达的子信道代码的主要缺陷之一。随着LWR子信道引脚逐针分析和耦合本地中子学评估的增加,有必要提高子信道代码的计算效率。 ATHAS是使用漂移通量五方程模型和完整隐式算法的子信道代码。解决方案过程中不同阶段的CPU次数的详尽分析显示,超过80%的CPU时间用于解决ATHAS中的能量方程。通过高斯消除方法解决了ATHAS中的能量方程,并且发现求解能量方程的代数方程占CPU次数的大比例。为了提高计算效率,在ATHAS代码中实现了SIP(强隐式过程)方法。结果,能量矩阵将被分解成上三角矩阵和下三角矩阵的乘积以及额外的非零小矩阵。基于上三角矩阵和较低三角矩阵,能量方程迭代地解决。本文已经计算出具有324个通道的整个燃料组件问题。计算结果表明,对于324个通道问题,通过将SIP方法实施到ATHAS代码中,可以保存77%的总CPU时间。

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