Acta mathematica scientia,Series B ›› 1986, Vol. 6 ›› Issue (2): 149-164.

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THE CONVERGENCE OF DISCRETEDIRECTION APPROXIMATIONS FOR NEUTRON TRANSPORT PROBLEMS WITH CONTINUOUS ENERGY

Yu Dejian   

  1. Department of Mathematics, Jiangxi University, Nanchang, China
  • Received:1984-03-08 Online:1986-06-25 Published:1986-06-25

Abstract: In this paper the approximation theory of p-order quasi-collectively compact operators established by Yang Mingzhu and Zhu Guangtian[1] is applied to prove that the critical parameter and critical flux, and that the fundamental mode decay constant and fundamental mode computed by discrete-direction do converge to the corresponding quantities for neutron transport problems with continuous energy.

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