高阶广义横向积分节块方法求解中子扩散方程及精细功率重构研究

Study on high order generalized transverse integration nodal method for neutron diffusion equation and pin power reconstruction

  • 摘要: 高阶广义横向积分节块方法通过二阶表面中子净流耦合条件成功求解了中子输运SP3方程,本文采用该方法求解堆芯中子扩散方程,可消除在传统横向积分节块法中采用的横向泄漏近似并进一步提高计算精度;此外,高阶广义横向积分方法提供的节块内中子通量分布函数,可直接用于堆芯栅元精细功率重构。通过对IAEA两维/三维等基准问题的计算,验证了该方法可取得比传统横向积分节块法更高的计算精度以及更好的精细功率重构效果。

     

    Abstract: The neutron transport SP3 equation was solved by high order generalized transverse integration nodal method, this method was used to solve the neutron diffusion equation to eliminate the transverse leakage approximation in traditional transverse integration nodal method to improve numerical accuracy. Besides, the nodal interior neutron flux distribution information for this method can be used directly for core pin power reconstruction. The IAEA 2D/3D and LMW 3D benchmark problem are solved with this method. Numerical tests indicate that this method achieve higher accuracy than traditional nodal method and better pin power reconstruction result.

     

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