LILIANE BASSO BARICHELLO
Instituto de Matemática e Estatística
Universidade Federal do Rio Grande do Sul
(email)
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Scherer, CS, Barichello LB.
2010.
An analytical approach to the unified solution of kinetic equations in rarefied gas dynamics. III. Evaporation and condensation problems
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Zeitschrift für Angewandte Mathematik und Physik. 61:95–117.
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Vilhena, MT, Barichello LB.
1999.
A Closed-Form Solution to the One Dimensional Linear and Nonlinear Problem in Radiative Transfer
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Hybrid Methods in Engineering. 1:1–17.
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Vilhena, MT, Barichello LB.
1991.
A New Analytical Approach to Solve the Neutron Transport Equation
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Kerntechnik. 56:334–336.
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Vilhena, MT, Barichello LB.
1995.
An Analytical Solution for the Multigroup Slab Geometry Discrete Ordinates Problems
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Transport Theory and Statistical Physics. 24:1029–1037.
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Zanette, R, Barichello LB, Petersen CZ.
2022.
A Nodal-iterative Technique for Criticality Calculations in Multigroup Neutron Diffusion Models.
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Trends in Computational and Applied Mathematics. 23:315-334.
Zanette, R, Barichello LB, Petersen CZ.
2022.
A study on the solution of the spatial kinetics equations in the neutron diffusion theory
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Progress in Nuclear Energy. 145:104113.
Zanette, R, Barichello LB, Petersen CZ.
2020.
Cálculo da Criticalidade pela Teoria da Difusão de Nêutrons: uma análise comparativa de aproximações da densidade de corrente
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Revista Eletrônica da Matemática. 6:e4006.
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Recent Publications
On the solution of systems of linear equations associated to the ADO method in particle transport problems
On Computing the Effective Multiplication Factor Using the ADO Method
On the Application of the Analytical Discrete Ordinates Method to the Solution of Nonclassical Transport Problems in Slab Geometry
A study on the solution of the spatial kinetics equations in the neutron diffusion theory
On the application of the ADO method to the solution of two-dimensional radiative transfer problems in anisotropic scattering media.
A Nodal-iterative Technique for Criticality Calculations in Multigroup Neutron Diffusion Models.
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