An existing Finite Volume code,developed originally. on a sequential computer for calculation of two-dimensional, time-averaged, turbulent, incompressible flows in complex13; configurations is modified suitably to run on FLOSOLVER MK2. The sequential algorithm consists of two major parts13; (i) the generation of coefficients for the diccretised, quasi linear, coupled system, of algebraic equations representing the flux balance, of mass, m o m enta and other scalars over - a control volume (ii) the solution of the system of linear equations for pressure, two velocity components and two turbulent scalars in a decoupled manner. The iterative algorithm and the , corresponding structure of the code is kept unaltered. The computatiorising domain ...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...
High-performance parallel computer systems have been employed to compute a variety of three-dimensio...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...
An existing finite volume method based code developed originally on a sequential computer for calcul...
This project aims at developing a general purpose, user-friendly computer code for numerical predict...
An algorithm for the Direct Numerical Simulation (DNS) of the incompressible Navier–Stokes equations...
This paper discusses the implementation of a numerical algorithm for simulating incompressible fluid...
This project aims at developing a general purpose, user-friendly Computer code for numerical predict...
A new parallel numerical scheme for solving incompressible steady-state flows is presented. The algo...
Computational issues relevant to parallel efficiency and algorithm scalability are explored on three...
The accuracy and the applicability of the parallel diagonal dominant (PDD) algorithm are explored fo...
Some existing parallel N-S codes, including both explicit and implicit algorithms, have been ported ...
This paper is concerned with the development of a parallel algorithm on cluster of workstation with ...
The Navier-Stokes equations have been directly solved13; using spectral method on a 64 cube grid. A ...
The Navier-Stokes equations have been directly solved13; using spectral method on a 64 cube grid. A ...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...
High-performance parallel computer systems have been employed to compute a variety of three-dimensio...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...
An existing finite volume method based code developed originally on a sequential computer for calcul...
This project aims at developing a general purpose, user-friendly computer code for numerical predict...
An algorithm for the Direct Numerical Simulation (DNS) of the incompressible Navier–Stokes equations...
This paper discusses the implementation of a numerical algorithm for simulating incompressible fluid...
This project aims at developing a general purpose, user-friendly Computer code for numerical predict...
A new parallel numerical scheme for solving incompressible steady-state flows is presented. The algo...
Computational issues relevant to parallel efficiency and algorithm scalability are explored on three...
The accuracy and the applicability of the parallel diagonal dominant (PDD) algorithm are explored fo...
Some existing parallel N-S codes, including both explicit and implicit algorithms, have been ported ...
This paper is concerned with the development of a parallel algorithm on cluster of workstation with ...
The Navier-Stokes equations have been directly solved13; using spectral method on a 64 cube grid. A ...
The Navier-Stokes equations have been directly solved13; using spectral method on a 64 cube grid. A ...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...
High-performance parallel computer systems have been employed to compute a variety of three-dimensio...
In this paper, we will be mainly concerned with a parallel algorithm (in time and space) which is us...