Advances in the discrete ordinates and finite volume methods for the solution of radiative heat transfer problems in participating media
PJ Coelho - Journal of Quantitative spectroscopy and Radiative …, 2014 - Elsevier
Many methods are available for the solution of radiative heat transfer problems in
participating media. Among these, the discrete ordinates method (DOM) and the finite …
participating media. Among these, the discrete ordinates method (DOM) and the finite …
Method of characteristics for 3D, full-core neutron transport on unstructured mesh
A myriad of nuclear reactor designs are currently being considered for next-generation
power production. These designs utilize unique geometries and materials and can rely on …
power production. These designs utilize unique geometries and materials and can rely on …
Nonsymmetric reduction-based algebraic multigrid
TA Manteuffel, S Münzenmaier, J Ruge… - SIAM Journal on …, 2019 - SIAM
Algebraic multigrid (AMG) is often an effective solver for symmetric positive definite (SPD)
linear systems resulting from the discretization of general elliptic PDEs or the spatial …
linear systems resulting from the discretization of general elliptic PDEs or the spatial …
MPI-CUDA sparse matrix–vector multiplication for the conjugate gradient method with an approximate inverse preconditioner
The preconditioned conjugate gradient (PCG) is one of the most prominent iterative methods
for the solution of sparse linear systems with symmetric and positive definite matrix that …
for the solution of sparse linear systems with symmetric and positive definite matrix that …
A parallel algorithm for the Riesz fractional reaction-diffusion equation with explicit finite difference method
C Gong, W Bao, G Tang - Fractional Calculus and Applied Analysis, 2013 - degruyter.com
The fractional reaction-diffusion equations play an important role in dynamical systems.
Indeed, it is time consuming to numerically solve differential fractional diffusion equations. In …
Indeed, it is time consuming to numerically solve differential fractional diffusion equations. In …
High order positivity-preserving discontinuous Galerkin schemes for radiative transfer equations on triangular meshes
It is an important and challenging issue for the numerical solution of radiative transfer
equations to maintain both high order accuracy and positivity. For the two-dimensional …
equations to maintain both high order accuracy and positivity. For the two-dimensional …
Three dimensional heat transfer analysis of combined conduction and radiation in honeycomb transparent insulation
In this work a three dimensional heat transfer analysis of honeycomb Transparent Insulation
Materials (TIM) destined for improving the efficiency of flat plate solar collectors is performed …
Materials (TIM) destined for improving the efficiency of flat plate solar collectors is performed …
Adaptive search strategy based chemical reaction optimization scheme for task scheduling in discrete multiphysical coupling applications
Parallel computing problems of multiphysical coupling applications based on discrete grids
can be equivalently transformed into parallel computing problems based on a directed …
can be equivalently transformed into parallel computing problems based on a directed …
Numerical modelling of a parabolic trough solar collector
AA Hachicha - 2013 - upcommons.upc.edu
Concentrated Solar Power (CSP) technologies are gaining increasing interest in electricity
generation due to the good potential for scaling up renewable energy at the utility level …
generation due to the good potential for scaling up renewable energy at the utility level …
The collocation spectral method with domain decomposition for radiative heat transfer in two-dimensional enclosures
In this paper, the collocation spectral method (CSM) combined with domain decomposition
method is developed to solve the radiative transfer equation in two-dimensional irregular …
method is developed to solve the radiative transfer equation in two-dimensional irregular …