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用节块Green函数法计算高阶谐波
引用本文:李富,王亚奇,罗征培. 用节块Green函数法计算高阶谐波[J]. 清华大学学报(自然科学版), 1999, 39(6)
作者姓名:李富  王亚奇  罗征培
作者单位:清华大学,核能技术设计研究院,北京,100084
摘    要:为提高反应堆物理计算的效率,研究了高阶谐波的双正交性和其通用计算方法——幂迭代法加低阶谐波消除法,推导了节块Green函数法(NGFM)下谐波消除法的简化格式,最终提出了NGFM下高阶谐波计算的具体流程。在NGFM数学共轭计算的基础上,成功地实现了NGFM下高阶谐波计算。经验算,NGFM下高阶谐波计算取得与细网差分法下一致的结果,但计算时间大大缩短。

关 键 词:高阶谐波  双正交性  低阶谐波消除法  节块Green函数法
修稿时间:1998-06-04

Higher order harmonics calculation under nodal Green's function method
LI Fu,WANG Yaqi,LUO Zhengpei. Higher order harmonics calculation under nodal Green's function method[J]. Journal of Tsinghua University(Science and Technology), 1999, 39(6)
Authors:LI Fu  WANG Yaqi  LUO Zhengpei
Abstract:In order to enhance the reactor physics calculation efficiency, this paper discusses the bi orthogonality of the higher order harmonics (HOH) and the universal method for HOH calculation, the power iteration method accompanied by the lower order harmonics elimination method, and deduces the simplified form of the lower order harmonics elimination formula under Nodal Green's Function Method (NGFM), at last proposes the detail calculation process for HOH calculation under NGFM. Based on the success of the NGFM mathematical adjoint calculation, the HOH calculation under NGFM was realized. It is proved via the verification calculation that the HOH result from NGFM is consistent with that from the fine mesh difference method, but with much less computation time.
Keywords:higher order harmonics (HOH)  bi orthogonality  lower order harmonics elimination method  nodal Green's function method
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