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R. D. Lawrence and J. J. Dorning, “A nodal Green's function method for mutidimensional neutron diffusion calculations,” Nuclear Science and Engineering, Vol. 76, pp. 218–231, 1980.

has been cited by the following article:

• TITLE: Combined Nodal Method and Finite Volume Method for Flow in Porous Media

  AUTHORS: Abdeslam Elakkad, Ahmed Elkhalfi, Najib Guessous

  KEYWORDS: Saturation Equation, Nodal Methods, Finite Volume Method, Two-Phase Simulation

  JOURNAL NAME: Wireless Sensor Network, Vol.2 No.3, April 12, 2010

  ABSTRACT: This paper describes a numerical solution for two dimensional partial differential equations modeling (or arising from) a fluid flow and transport phenomena. The diffusion equation is discretized by the Nodal methods. The saturation equation is solved by a finite volume method. We start with incompressible single-phase flow and move step-by-step to the black-oil model and compressible two phase flow. Numerical results are presented to see the performance of the method, and seem to be interesting by comparing them with other recent results.