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NTIS 바로가기Journal of the Korean Nuclear Society = 원자력학회지, v.32 no.6, 2000년, pp.605 - 617
Noh, Taewan (Hong Ik University)
Nodal transport methods are studied for the solution of two dimensional discrete-ordinates, simplified even-parity transport equation(SEP) which is known to be an approximation to the true transport equation. The polynomial expansion nodal method(PEN) and the analytic function expansion nodal method...
R. D. Lawrence, 'Progress in Nodal Methods for the Solution of the Neutron Diffusion and Transport Equations', Prog. Nucl. Energy, 17, 271 (1988)
Taewan Noh, W. F. Miller, Jr., and J. E. Morel, 'Improved Approximations Applied to the SN Even-Parity Equations', Trans. Am. Nucl. Soc., 69, 214 (1993)
Taewan Noh, W. F. Miller, Jr., and J. E. Morel, 'The Even-Parity and Simplified Even-Parity Transport Equation in Two-Dimensional X-Y Geometry', Nucl. Sci. Eng. 123, 38-56 (1996)
Jin Young Cho, Chang Hyo Kim, Taewan Noh, 'Polynomial Nodal Transport Method in Hexagonal Geometry', Trans. Am. Nucl. Soc., 77, 187 (1997)
Jae Man Noh and Nam Jin Cho, 'A New Approach of Analytic Bases Function Expansion to Neutron Diffusion Nodal Calculation', Nucl. Sci. Eng., 116, 165 (1994)
Taewan Noh, 'Mitigation and Elimination of Ray Effects using the Even-Parity form of Transport Equations', Proceeding of the '96 Korean Nuclear Society Spring Meeting, vol.1, p173-178, Cheju University, May 31-June 1, (1996)
D. I. Tomasevic and E. W. Larsen, 'The Simplified P2 Approximation', Nucl. Sci. Eng., 122, 309-325 (1996)
J. J. Duderstadt and W. R. Martin, Transport Theory, John Wiley & Sons (1979)
E. E. Lewis and W. F. Miller, Jr., Computational Methods of Neutron Transport, John Wiley & Sons (1993)
N. Z. Cho, Y. H. Kim, and K. W. Park, 'Extension of Analytic Function Expansion Nodal Method to Multigroup Problems in Hexagonal-Z Geometry,' Nucl. Sci. Eng., 126, 35 (1997)
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