Title of article
on integrability up to the boundary of the weak solutions to a class of non-newtonian compressible fluids with vacuum
Author/Authors
muhammad, jan northwest university - school of mathematics, cns - department of mathematics, xi’an, china , samad, abdul northwest university - school of mathematics - department of mathematics, xi’an, china
From page
1527
To page
1536
Abstract
in this paper, we study the integrability up to the boundary of the weak solutions of non-newtonian compressible fluid with a nonlinear constitutive equation in ℝ^3 bounded domain. galerkin approximation will be used for existence of weak solutions and by applying the bounded linear operator b, introduced by bogovskii, we prove the square integrability of the density up to the boundary.
Keywords
compressible non , newtonian fluid , weak solutions , vacuum , integrability
Journal title
Journal of Applied and Computational Mechanics
Journal title
Journal of Applied and Computational Mechanics
Record number
2652869
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