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On the Stationary Flow of the Power Law Fluid in 2D
-
W. Sadowski
Published/Copyright:
June 7, 2010
Abstract
We consider the stationary flow of a heat conducting Power Law shear thinning fluid in a bounded domain in 
. We present an elementary proof of existence of at least one weak solution.
Received: 2000-08-08
Revised: 2001-06-04
Published Online: 2010-06-07
Published in Print: 2002-June
© Heldermann Verlag
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Articles in the same Issue
- The Infinite Dimensional Henstock Integral and Problems of Black-Scholes Expectation
- An Explicit Formula for Solutions of Some System of Linear Delay Difference Equations
- Existence and Controllability Results for Nonlinear Differential Inclusions with Nonlocal Conditions in Banach Spaces
- Results on Singular Distribution Products of Mikusiński Type
- A Quasistatic Contact Problem with Slip Dependent Coefficient of Friction for Elastic Materials
- Linear Fredholm Integral Equations and the Integral of Kurzweil
- On Trigonometric-Like Decompositions of Functions with Respect to the Cyclic Group of Order n
- The Existence and Uniqueness of Solution of One Coupled Plate Thermomechanics Problem
- On the Stationary Flow of the Power Law Fluid in 2D
