AbstractIn this article we discuss the finite element discretization of the two-dimensional, incompressible, and turbulent boundary layers. The formulation of the momentum equation is essentially due to Baker and Soliman [1] with some modifications.The versatility and the accuracy of the method is established by considering several test cases. The predictions are satisfactory and compare favorably with alternative numerical techniques
A finite-element method is developed for the two-dimensional advection-diffusion heat equation. The ...
The effect of a lateral discontinuity in the thermal boundary conditions in two dimensional laminar ...
Significant progress was made toward the goal of developing a general purpose boundary element metho...
AbstractIn this article we discuss the finite element discretization of the two-dimensional, incompr...
AbstractA grid-free method for approximating incompressible thermal boundary layers is introduced. T...
The need to reliably analyze, predict, and control the transport of mass, momentum, and ener...
A mathematical model for the boundary layer flow and heat transfer in forced convection is developed...
Finite Element is a useful and effective numerical method for developing mathematical models to simu...
Considerable interest has developed in recent years to understand transport phenomena in thermally s...
When a solid object interacts with a flowing medium (such as, e.g., water or air), the molecules of ...
A numerical method is developed with the capability to predict transient thermal boundary layer resp...
A differential method is proposed for the prediction of a broad range of turbulent boundary layers o...
Purpose - This paper aims to develop a multidomain boundary element method (BEM) for modeling 2D com...
Vita.The heat equation is a basic partial differential equation modelling heat conduction. Many nume...
Abstract. We studied the equation of continuity and derived the Navier-Stockes (N-S) equations of mo...
A finite-element method is developed for the two-dimensional advection-diffusion heat equation. The ...
The effect of a lateral discontinuity in the thermal boundary conditions in two dimensional laminar ...
Significant progress was made toward the goal of developing a general purpose boundary element metho...
AbstractIn this article we discuss the finite element discretization of the two-dimensional, incompr...
AbstractA grid-free method for approximating incompressible thermal boundary layers is introduced. T...
The need to reliably analyze, predict, and control the transport of mass, momentum, and ener...
A mathematical model for the boundary layer flow and heat transfer in forced convection is developed...
Finite Element is a useful and effective numerical method for developing mathematical models to simu...
Considerable interest has developed in recent years to understand transport phenomena in thermally s...
When a solid object interacts with a flowing medium (such as, e.g., water or air), the molecules of ...
A numerical method is developed with the capability to predict transient thermal boundary layer resp...
A differential method is proposed for the prediction of a broad range of turbulent boundary layers o...
Purpose - This paper aims to develop a multidomain boundary element method (BEM) for modeling 2D com...
Vita.The heat equation is a basic partial differential equation modelling heat conduction. Many nume...
Abstract. We studied the equation of continuity and derived the Navier-Stockes (N-S) equations of mo...
A finite-element method is developed for the two-dimensional advection-diffusion heat equation. The ...
The effect of a lateral discontinuity in the thermal boundary conditions in two dimensional laminar ...
Significant progress was made toward the goal of developing a general purpose boundary element metho...