Parallel Newton-Krylov solver for the Euler equations discretized using simultaneous approximation terms
We present a parallel Newton–Krylov algorithm for solving the three-dimensional Euler
equations on multiblock structured meshes. The Euler equations are discretized on each …
equations on multiblock structured meshes. The Euler equations are discretized on each …
A parallel solution–adaptive method for three-dimensional turbulent non-premixed combusting flows
A parallel adaptive mesh refinement (AMR) algorithm is proposed and applied to the
prediction of steady turbulent non-premixed compressible combusting flows in three space …
prediction of steady turbulent non-premixed compressible combusting flows in three space …
A computational framework for predicting laminar reactive flows with soot formation
Numerical modeling is an attractive option for cost-effective development of new high-
efficiency, soot-free combustion devices. However, the inherent complexities of hydrocarbon …
efficiency, soot-free combustion devices. However, the inherent complexities of hydrocarbon …
High-order central ENO finite-volume scheme for ideal MHD
A high-order accurate finite-volume scheme for the compressible ideal
magnetohydrodynamics (MHD) equations is proposed. The high-order MHD scheme is …
magnetohydrodynamics (MHD) equations is proposed. The high-order MHD scheme is …
Solution of the equation of radiative transfer using a Newton–Krylov approach and adaptive mesh refinement
The discrete ordinates method (DOM) and finite-volume method (FVM) are used extensively
to solve the radiative transfer equation (RTE) in furnaces and combusting mixtures due to …
to solve the radiative transfer equation (RTE) in furnaces and combusting mixtures due to …
Enhanced anisotropic block-based adaptive mesh refinement for three-dimensional inviscid and viscous compressible flows
A parallel anisotropic block-based adaptive mesh refinement (AMR) algorithm is proposed
for the prediction of physically complex flow problems having disparate spatial and temporal …
for the prediction of physically complex flow problems having disparate spatial and temporal …
High-order central ENO finite-volume scheme for hyperbolic conservation laws on three-dimensional cubed-sphere grids
A fourth-order accurate finite-volume scheme for hyperbolic conservation laws on three-
dimensional (3D) cubed-sphere grids is described. The approach is based on a central …
dimensional (3D) cubed-sphere grids is described. The approach is based on a central …
Formation, prediction and analysis of stationary and stable ball-like flames at ultra-lean and normal-gravity conditions
FE Hernández-Pérez, B Oostenrijk, Y Shoshin… - Combustion and …, 2015 - Elsevier
In this research work, we report on the numerical predictions and analysis of stable,
stationary and closed burner-stabilized reacting fronts under terrestrial-gravity conditions for …
stationary and closed burner-stabilized reacting fronts under terrestrial-gravity conditions for …
A second-order maximum-entropy inspired interpolative closure for radiative heat transfer in gray participating media
JAR Sarr, CPT Groth - Journal of Quantitative Spectroscopy and Radiative …, 2020 - Elsevier
A new interpolative-based approximation to the second-order maximum-entropy, M 2,
moment closure for predicting radiative heat transfer in gray participating media is proposed …
moment closure for predicting radiative heat transfer in gray participating media is proposed …
Application of Gaussian moment closure to microscale flows with moving embedded boundaries
The application of the Gaussian moment closure to continuum and microscale flows with
embedded, and possibly moving, boundaries is considered. The Gaussian moment closure …
embedded, and possibly moving, boundaries is considered. The Gaussian moment closure …