The investigation of laminar natural convection in vertical obstructed channels is conducted using an h-adaptive finite element algorithm. The adaptive model uses an L2 norm based a-posteriori error estimator with a semi-implicit, time-stepping projection technique. The advection terms are treated using an explicit Adams Bashforth method while the diffusion terms are advanced by an implicit Euler scheme. By using the adaptive algorithm, mesh independent studies can be avoided. Results are obtained for thermal and flow patterns including average Nusselt numbers for different parameters (Rayleigh number, aspect ratio and locations of obstructions) in both smooth and obstructed channels
A standard two-dimensional Galerkin finite-element method (GFEM) code for coupled Navier-Stokes and ...
Double-diffusive convection plays an important role in many physical phenomena of practical importan...
A two-equation turbulence closure model (k-co) using an h-adaptive grid technique and finite element...
The investigation of laminar natural convection in vertical obstructed channels is conducted using a...
The investigation of laminar natural convection in vertical channels with multiple obstructions on o...
An implicit finite difference method was applied to analyze laminar natural convection in a vertical...
Simulation results using three well-known adaptive finite element algorithms to solve convective hea...
Numerical simulation on the influence of surface convection on the laminar air flow induced by natur...
An hp-adaptive finite element model based on mesh refinement and increasing spectral order is used t...
This paper continues the efforts of multiple one-dimensional procedures in developing and assessing ...
The transient laminar natural convection in an inclined parallel-walled channel when the bottom wall...
In this investigation a transient numerical analysis for laminar natural convection in air between t...
This paper considers nonsteady convection-dominated flows with stiff source terms. As a unified appr...
A numerical transient analysis of natural convection in air between two vertical parallel plates, he...
This article carries out a numerical, transient, two-dimensional analysis of natural convection in a...
A standard two-dimensional Galerkin finite-element method (GFEM) code for coupled Navier-Stokes and ...
Double-diffusive convection plays an important role in many physical phenomena of practical importan...
A two-equation turbulence closure model (k-co) using an h-adaptive grid technique and finite element...
The investigation of laminar natural convection in vertical obstructed channels is conducted using a...
The investigation of laminar natural convection in vertical channels with multiple obstructions on o...
An implicit finite difference method was applied to analyze laminar natural convection in a vertical...
Simulation results using three well-known adaptive finite element algorithms to solve convective hea...
Numerical simulation on the influence of surface convection on the laminar air flow induced by natur...
An hp-adaptive finite element model based on mesh refinement and increasing spectral order is used t...
This paper continues the efforts of multiple one-dimensional procedures in developing and assessing ...
The transient laminar natural convection in an inclined parallel-walled channel when the bottom wall...
In this investigation a transient numerical analysis for laminar natural convection in air between t...
This paper considers nonsteady convection-dominated flows with stiff source terms. As a unified appr...
A numerical transient analysis of natural convection in air between two vertical parallel plates, he...
This article carries out a numerical, transient, two-dimensional analysis of natural convection in a...
A standard two-dimensional Galerkin finite-element method (GFEM) code for coupled Navier-Stokes and ...
Double-diffusive convection plays an important role in many physical phenomena of practical importan...
A two-equation turbulence closure model (k-co) using an h-adaptive grid technique and finite element...