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An Adjoint Technique Applied to Slab-Geometry Source-Detector Problems Using the Generalized Spectral Green’s Function Nodal Method

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Leonardo R. da C. Moraes, Ralph S. Mansur, Carlos A. Moura, Jesús P. Curbelo, Hermes Alves Filho & Ricardo C. Barros. (2021) A Response Matrix Method for Slab-Geometry Discrete Ordinates Adjoint Calculations in Energy-Dependent Neutral Particle Transport. Journal of Computational and Theoretical Transport 50:3, pages 159-179.
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Jesús P. Curbelo, Odair P. da Silva & Ricardo C. Barros. (2021) On the Generalization of the Response Matrix Spectral Nodal Method for Neutral Particle S Source–Detector Problems in Slab Geometry. Journal of Computational and Theoretical Transport 50:1, pages 67-86.
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Articles from other publishers (5)

Jesús Pérez Curbelo & Ricardo Carvalho de Barros. (2022) The adjoint transport problem applied to estimate neutral particle leakage in the discrete ordinates formulations. Brazilian Journal of Radiation Sciences 10:3A.
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Jesús P. Curbelo & Ricardo C. Barros. (2021) On the Response Matrix–Constant Nodal method applied to problems with arbitrary L’th-order anisotropic scattering . Annals of Nuclear Energy 160, pages 108388.
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Iram B.R. Ortiz, Dany S. Dominguez, Carlos R.G. Hernández & Ricardo C. Barros. (2021) Spectral analysis of the extended linear discontinuous method for one-dimensional monoenergetic discrete ordinates transport problems in non-multiplying media. Annals of Nuclear Energy 155, pages 108172.
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Jesús P. Curbelo & Ricardo C. Barros. (2021) A spectral nodal method for the adjoint neutral particle transport equations in -geometry: Application to direct and inverse multigroup source-detector problems . Annals of Nuclear Energy 150, pages 107822.
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Jesús P. Curbelo, Odair P. da Silva & Ricardo C. Barros. 2019. Integral Methods in Science and Engineering. Integral Methods in Science and Engineering 111 121 .

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