An Equal-Order Velocity-Pressure Algorithm for Incompressible Thermal Flows, Part 1: Formulation

A convective weakly viscoelastic rotating flow with pressure Neumann condition

“…and u 0 , u being subject to the restriction u 0 ·n = u (0, x)·n on (9) From the continuity equation and the divergence theorem, it follows the condition of global mass…”

Numerical modelling of heat and mass transfer in finned dehumidifier

“…When droplets cover a large part of the surface coalescence or fusion will occur, but since coalescence preserves volume a release of free surface follows, allowing for new nucleation. This leads to self similarity in the droplet pattern, with a stabilization of the value of the surface coverage close to the one corresponding 16 to close packing of small droplets. Assuming such self similar droplets distribution on the interface, the area ratios in Eq.…”

“…(1)) are solved by an in-house finite element code [16], which allows for the solution of the mass transfer equation (2) as well [6,7]. The solid domain conduction problem (Eq.…”

“…All of the computations are carried out using an in-house finite element code for the solution of the air flow domain [16], a finite volume code for the solid solution, and a interfacial procedure for the conjugate heat transfer coupling which include the solution of the water layer governing equations [5].…”

Characterization of Turbiditic Oil Reservoirs Based on Geophysical Models of Their Formation

“…The reason for this is due to the error involved in the application of boundary conditions for pressure. Nonino & Comini (1997) developed an algorithm to solve transient Stokes equations which got rid of the error associated with pressure boundary conditions. Based on the algorithm for transient Stokes equations, Codina & Blasco (1997) developed a fractionalstep algorithm to solve steady Stokes equations.…”