Author

Vasques, Richard

INSPIRE profile1819029 ORCID0000-0001-7021-7393

17 papers·41 citations in this corpus

	Paper	Category
Aug 25, 2021#22108.10782	An improved spectral approach for solving the nonclassical neutron particle transport equation L.R.C. Moraes · J.K. Patel · R. C. Barros · R. Vasques	nucl-th	—	0
Jun 25, 2021#92106.13149	On the Application of the Analytical Discrete Ordinates Method to the Solution of Nonclassical Transport Problems in Slab Geometry Leonardo R. C. Moraes · Liliane B. Barichello · Ricardo C. Barros · Richard Vasques	↳ physics.comp-ph	J.Comput.Phys.	1
May 25, 2021#92105.11083	Transport Synthetic Acceleration for the Solution of the One-Speed Nonclassical Spectral S $_{N}$ Equations in Slab Geometry Japan K. Patel · Leonardo R. C. Moraes · Richard Vasques · Ricardo C. Barros	↳ math-ph	J.Comput.Appl.Math.	0
May 14, 2020#22005.06150	Nonlinear Fokker-Planck Acceleration for Forward-Peaked Transport Problems in Slab Geometry J. J. Kuczek · J. K. Patel · R. Vasques	nucl-th	—	0
Jan 17, 2020#42001.05890	Asymptotic Derivation of the Simplified $P_{N}$ Equations for Nonclassical Transport with Anisotropic Scattering Robert K. Palmer · Richard Vasques	nucl-th	—	1
Jun 21, 2019#51906.08259	Solver Recommendation For Transport Problems in Slabs Using Machine Learning Jinzhao Chen · Japan K. Patel · Richard Vasques	↳ cs.LG	—	0
Dec 13, 2018#21812.04811	A Spectral Approach for Solving the Nonclassical Transport Equation R. Vasques · L.R.C. Moraes · R.C. Barros · R.N. Slaybaugh	nucl-th	J.Comput.Phys.	2
Oct 17, 2016#11610.04314	Simplified P $_{N}$ Equations for Nonclassical Transport with Isotropic Scattering R. Vasques · R.N. Slaybaugh	nucl-th	—	0
Mar 2, 2016#31603.00195	A nonstiff solution for the stochastic neutron point kinetics equations Milena Wollmann da Silva · Richard Vasques · Bardo E.J. Bodmann · Marco Tullio Vilhena	nucl-th	Annals Nucl.Energy	0
Feb 3, 2016#31602.00825	Nonclassical Particle Transport in 1-D Random Periodic Media Richard Vasques · Kai Krycki · Rachel N. Slaybaugh	nucl-th	Nucl.Sci.Eng.	3
Jan 12, 2016#61601.02495	Nonclassical Particle Transport in the 1-D Diffusive Limit Richard Vasques · Rachel Slaybaugh · Kai Krycki	nucl-th	Trans.Amer.Nucl.Soc.	3
Aug 12, 2015#111508.02462	The Nonclassical Diffusion Approximation to the Nonclassical Linear Boltzmann Equation Richard Vasques	↳ math-ph	Appl.Math.Lett.	3
Dec 11, 2014#61412.3386	On the Accuracy of the Non-Classical Transport Equation in 1-D Random Periodic Media Richard Vasques · Kai Krycki	↳ cond-mat.dis-nn	—	0
Dec 3, 2014#61412.1000	The Non-Classical Boltzmann Equation, and Diffusion-Based Approximations to the Boltzmann Equation Martin Frank · Kai Krycki · Edward W. Larsen · Richard Vasques	↳ math-ph	SIAM J.Appl.Math.	5
Oct 13, 2014#6*1410.2572	On the Influence of Stochastic Moments in the Solution of the Neutron Point Kinetics Equation Milena Wollmann da Silva · Bardo E.J. Bodmann · Marco T. Vilhena · Richard Vasques	↳ math-ph	—	0
Sep 25, 2013#3*1310.1848	Non-classical transport with angular-dependent path-length distributions. 2: Application to pebble bed reactor cores Richard Vasques · Edward W. Larsen	nucl-th	Annals Nucl.Energy	12
Sep 20, 2013#4*1309.4817	Non-classical transport with angular-dependent path-length distributions. 1: Theory Richard Vasques · Edward W. Larsen	↳ math-ph	Annals Nucl.Energy	11

An improved spectral approach for solving the nonclassical neutron particle transport equation
L.R.C. Moraes · J.K. Patel · R. C. Barros · R. Vasques
Aug 25, 2021#2nucl-th0 citations
On the Application of the Analytical Discrete Ordinates Method to the Solution of Nonclassical Transport Problems in Slab Geometry
Leonardo R. C. Moraes · Liliane B. Barichello · Ricardo C. Barros · Richard Vasques
Jun 25, 2021#9↳ physics.comp-phJ.Comput.Phys.1 citation
Transport Synthetic Acceleration for the Solution of the One-Speed Nonclassical Spectral S $_{N}$ Equations in Slab Geometry
Japan K. Patel · Leonardo R. C. Moraes · Richard Vasques · Ricardo C. Barros
May 25, 2021#9↳ math-phJ.Comput.Appl.Math.0 citations
Nonlinear Fokker-Planck Acceleration for Forward-Peaked Transport Problems in Slab Geometry
J. J. Kuczek · J. K. Patel · R. Vasques
May 14, 2020#2nucl-th0 citations
Asymptotic Derivation of the Simplified $P_{N}$ Equations for Nonclassical Transport with Anisotropic Scattering
Robert K. Palmer · Richard Vasques
Jan 17, 2020#4nucl-th1 citation
Solver Recommendation For Transport Problems in Slabs Using Machine Learning
Jinzhao Chen · Japan K. Patel · Richard Vasques
Jun 21, 2019#5↳ cs.LG0 citations
A Spectral Approach for Solving the Nonclassical Transport Equation
R. Vasques · L.R.C. Moraes · R.C. Barros · R.N. Slaybaugh
Dec 13, 2018#2nucl-thJ.Comput.Phys.2 citations
Simplified P $_{N}$ Equations for Nonclassical Transport with Isotropic Scattering
R. Vasques · R.N. Slaybaugh
Oct 17, 2016#1nucl-th0 citations
A nonstiff solution for the stochastic neutron point kinetics equations
Milena Wollmann da Silva · Richard Vasques · Bardo E.J. Bodmann · Marco Tullio Vilhena
Mar 2, 2016#3nucl-thAnnals Nucl.Energy0 citations
Nonclassical Particle Transport in 1-D Random Periodic Media
Richard Vasques · Kai Krycki · Rachel N. Slaybaugh
Feb 3, 2016#3nucl-thNucl.Sci.Eng.3 citations
Nonclassical Particle Transport in the 1-D Diffusive Limit
Richard Vasques · Rachel Slaybaugh · Kai Krycki
Jan 12, 2016#6nucl-thTrans.Amer.Nucl.Soc.3 citations
The Nonclassical Diffusion Approximation to the Nonclassical Linear Boltzmann Equation
Richard Vasques
Aug 12, 2015#11↳ math-phAppl.Math.Lett.3 citations
On the Accuracy of the Non-Classical Transport Equation in 1-D Random Periodic Media
Richard Vasques · Kai Krycki
Dec 11, 2014#6↳ cond-mat.dis-nn0 citations
The Non-Classical Boltzmann Equation, and Diffusion-Based Approximations to the Boltzmann Equation
Martin Frank · Kai Krycki · Edward W. Larsen · Richard Vasques
Dec 3, 2014#6↳ math-phSIAM J.Appl.Math.5 citations
On the Influence of Stochastic Moments in the Solution of the Neutron Point Kinetics Equation
Milena Wollmann da Silva · Bardo E.J. Bodmann · Marco T. Vilhena · Richard Vasques
Oct 13, 2014#6*↳ math-ph0 citations
Non-classical transport with angular-dependent path-length distributions. 2: Application to pebble bed reactor cores
Richard Vasques · Edward W. Larsen
Sep 25, 2013#3*nucl-thAnnals Nucl.Energy12 citations
Non-classical transport with angular-dependent path-length distributions. 1: Theory
Richard Vasques · Edward W. Larsen
Sep 20, 2013#4*↳ math-phAnnals Nucl.Energy11 citations

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