Bayesian sparse polynomial chaos expansion for global sensitivity analysis
Polynomial chaos expansions are frequently used by engineers and modellers for
uncertainty and sensitivity analyses of computer models. They allow representing the …
uncertainty and sensitivity analyses of computer models. They allow representing the …
Development and application of 3D pool-type sodium cooled fast reactor system analysis program
P Du, Q Xiong, J Shan, J Deng, W Chen… - Progress in Nuclear …, 2022 - Elsevier
Sodium cooled fast reactor (SFR) is the most comprehensively studied and the most
extensively operated reactor-type in the 4th generation of nuclear power plants. One of the …
extensively operated reactor-type in the 4th generation of nuclear power plants. One of the …
Hydrogeological constraints for the genesis of the extreme lithium enrichment in the Salar de Atacama (NE Chile): A thermohaline flow modelling approach
MA Marazuela, C Ayora, E Vázquez-Suñé… - Science of the Total …, 2020 - Elsevier
Abstract The Salar de Atacama (SdA) is the largest Li reserve globally. The origin of Li,
together with the rest of solutes, has been object of debate. Thus, rock weathering at low …
together with the rest of solutes, has been object of debate. Thus, rock weathering at low …
Acquiring an analytical solution and performing a comparative sensitivity analysis for flowing Maxwell upper-convected fluid on a horizontal surface
The problem of flowing a Maxwell upper-convected fluid on a horizontal surface is
considered here in two conditions. One is the condition in which the plate is made of a …
considered here in two conditions. One is the condition in which the plate is made of a …
Uncertainty quantification and global sensitivity analysis of double-diffusive natural convection in a porous enclosure
In this paper, detailed uncertainty propagation analysis (UPA) and variance-based global
sensitivity analysis (GSA) are performed on the widely adopted double-diffuse convection …
sensitivity analysis (GSA) are performed on the widely adopted double-diffuse convection …
Analyzing natural convection in porous enclosure with polynomial chaos expansions: Effect of thermal dispersion, anisotropic permeability and heterogeneity
In this paper, global sensitivity analysis (GSA) and uncertainty quantification (UQ) have been
applied to the problem of natural convection (NC) in a porous square cavity. This problem is …
applied to the problem of natural convection (NC) in a porous square cavity. This problem is …
Slip boundary conditions and through flow effects on double-diffusive convection in internally heated heterogeneous Brinkman porous media
AJ Harfash, HA Challoob - Chinese journal of physics, 2018 - Elsevier
A model for double-diffusive convection in a heterogeneous porous layer with a constant
throughflow is explored, with penetrative convection being simulated via an internal heat …
throughflow is explored, with penetrative convection being simulated via an internal heat …
A 3‐D semianalytical solution for density‐driven flow in porous media
Existing analytical and semianalytical solutions for density‐driven flow (DDF) in porous
media are limited to 2‐D domains. In this work, we develop a semianalytical solution using …
media are limited to 2‐D domains. In this work, we develop a semianalytical solution using …
Solving the stationary Navier–Stokes equations by using Taylor meshless method
J Yang, M Potier-Ferry, H Hu - Engineering Analysis with Boundary …, 2019 - Elsevier
The numerical implementation of the Taylor Meshless Method (TMM) for solving the two-
dimensional Navier–Stokes equations is considered in this paper, where the TMM is a true …
dimensional Navier–Stokes equations is considered in this paper, where the TMM is a true …
On -conforming Methods for Double-diffusion Equations in Porous Media
R Bürger, PE Méndez, R Ruiz-Baier - SIAM Journal on Numerical Analysis, 2019 - SIAM
A stationary Navier--Stokes--Brinkman problem coupled to a system of advection-diffusion
equations serves as a model for so-called double-diffusive viscous flow in porous media in …
equations serves as a model for so-called double-diffusive viscous flow in porous media in …