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Stability of P_2 Methods for Neutron Transport Equation |
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| Authors: | Guangwei Yuan Zhijun Shen Longjun Shen & Yulin Zhou |
| Abstract: | In this paper the P_2 approximation to the one-group planar neutron transport theory is discussed. The stability of the solutions for P_2 equations with general boundary conditions, including the Marshak boundary condition, is proved. Moreover, the stability of the up-wind difference scheme for the P_2 equation is demonstrated. |
| Keywords: | Neutron transport equations Up-wind schemes Stability |
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