J. Perry, P.J. Knegtmans, D.F.J. Bosscher, M. Brinkman, Honderd jaar sociaal-democratie in Nederland, 1894-1994, M. Brinkman, e. a., ed.

Preliminary version of : Brinkman , W . - P . , Neerincx , M

The ever-increasing involvement of computer technology in work and living environments—for training and actual task performances—sets continuously new challenges for cognitive ergonomics in diverse domains like transport, crisis management and healthcare [1]. A major challenge is to harmonize the technology development to the dynamics and complexity of the social, cognitive and affective proces...

A Mixed Formulation for the Brinkman Problem

The Brinkman model is a unified law governing the flow of a viscous fluid in cavity (Stokes equations) and in porous media (Darcy equations). In this work, we explore a novel mixed formulation of the Brinkman problem. Introducing the flow’s vorticity as additional unknown, this formulation allows for a uniformly stable and conforming discretization by standard finite elements (Nédélec, Raviart-...

How , M . J . , Christy , J . H . , Temple , S . E . , Hemmi , J . M . , Justin Marshall , N .

Structural Stability for Brinkman-forchheimer Equations

In this paper, we obtain the continuous dependence and convergence results for the Brinkman and Forchheimer coefficients of a differential equation that models the flow of fluid in a saturated porous medium.

Darcy-brinkman Free Convection from a Heated Horizontal Surface

The free conv ection boundary layer flow of a Darcy-Brinkman fluid that is induced by a constant-temperature horizontal semi-infinite surface embedded in a fluid-saturated porous medium is inv estigated in this work. It is shown that both the Darcy and Rayleigh numbers may be scaled out of the boundary layer equations, leav ing a parabolic system of equations with no parameters to vary. The equ...