Topics
algorithmMusic genre
finite-differenceSoftware
An algorithm is developed to solve the fundamental flow cases of fully-developed turbulent flow in a pipe and in a channel. The algorithm uses second-order finite-difference approximations for nonuniform grid spacing and is developed in such a way as to easily facilitate the implementation of several two-equation, Reynolds- Averaged-Navier-Stokes turbulence models. Results are included for the Wilcox 1998 k-ω model
Finite Element computer codes in two and three dimensions were written that solve both laminar and t...
In this research a direct numerical simulation (DNS) of turbulent flow is performed in a geometrical...
We aim at comparing computations with asymptotic models issued from incom-pressible Navier-Stokes at...
An algorithm is developed to solve the fundamental flow cases of fully-developed turbulent flow in a...
We all know that in applied science models are being used. These models are usually mathematically f...
Turbulent Channel flow will be simulated directly by solving the Navier-Stokes equations by a finite...
The numerical solution of the Navier-Stokes Equations is presented for a two-dimensional incompressi...
A numerical solution procedure for ducted, recirculating flows has been developed and applied to pre...
This master’s thesis explains how a 2D Navier-Stokes solver can be implemented. The numerical method...
Computational Fluid dynamics (CFD) is the science that evolves rapidly in numerical solving of fluid...
Turbulence modeling is part of the broad scientific field of computational fluid dynamics, or CFD fo...
AbstractComparisons are made between various finite difference algorithms used for the numerical sol...
The flow filed inside a main channel with 13 parallel outlets was investigated numerically and also ...
International audienceWe aim at comparing computations with asymptotic models issued from incom- pre...
A higher-order finite-difference technique is developed to calculate the developing-flow field of st...
Finite Element computer codes in two and three dimensions were written that solve both laminar and t...
In this research a direct numerical simulation (DNS) of turbulent flow is performed in a geometrical...
We aim at comparing computations with asymptotic models issued from incom-pressible Navier-Stokes at...
An algorithm is developed to solve the fundamental flow cases of fully-developed turbulent flow in a...
We all know that in applied science models are being used. These models are usually mathematically f...
Turbulent Channel flow will be simulated directly by solving the Navier-Stokes equations by a finite...
The numerical solution of the Navier-Stokes Equations is presented for a two-dimensional incompressi...
A numerical solution procedure for ducted, recirculating flows has been developed and applied to pre...
This master’s thesis explains how a 2D Navier-Stokes solver can be implemented. The numerical method...
Computational Fluid dynamics (CFD) is the science that evolves rapidly in numerical solving of fluid...
Turbulence modeling is part of the broad scientific field of computational fluid dynamics, or CFD fo...
AbstractComparisons are made between various finite difference algorithms used for the numerical sol...
The flow filed inside a main channel with 13 parallel outlets was investigated numerically and also ...
International audienceWe aim at comparing computations with asymptotic models issued from incom- pre...
A higher-order finite-difference technique is developed to calculate the developing-flow field of st...
Finite Element computer codes in two and three dimensions were written that solve both laminar and t...
In this research a direct numerical simulation (DNS) of turbulent flow is performed in a geometrical...
We aim at comparing computations with asymptotic models issued from incom-pressible Navier-Stokes at...
Add to ORKG