Article: On a problem connected with Navier-stokes equations in non cylindrical domains.

Abstract: In this study we showed the existence of weak solutions of equations that represent flows of a non-homogeneous viscous incompressible fluids in a non cylindrical domain in [R.sup.3]. The classical Navier-stokes equation is a particular case of the equations here considered.

Key words: Non Homogeneous Fluids, Navier-stokes, Non Cylindrical Domains

INTRODUCTION

Let T > 0 be a real number and [{t}.sub.0] t [TAU] a family of bounded open subsets of [R.sup.n] with boundary [partial derivative] t = t. Let us consider the non cylindrical domain [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] whose lateral boundary [MATHEMATICAL ...

Related newspaper, magazine, and journal articles:

 
 
Newsweek Harper's Magazine The Washington Post Chicago Tribune Crain's Chicago Business PRNewswire Pediatric News The Nation Advertising Age The Economist (US) A FREE trial gives you access to over 80 million articles! Access over 6,500 publications with a FREE trial!