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Global weak solutions to a class of non-Newtonian compressible fluids
Type of publication: Article
Citation:
Publication status: Published
Journal: Math. Methods Appl. Sci.
Volume: 38
Number: 16
Year: 2015
Month: November
Pages: 3482–3494
DOI: 10.1002/mma.3432
Abstract: We consider a class of compressible fluids with nonlinear constitutive equations that guarantee that the divergence of the velocity field remains bounded. We study mathematical properties of unsteady three dimensional flows of such fluids in bounded domains. In particular, we show the long-time and large-data existence result of weak solutions with strictly positive density.
Preprint project: MORE
Preprint year: 2014
Preprint number: 05
Preprint ID: MORE/2014/05
Keywords: bounded divergence of the velocity, compressible fluid, generalized Newtonian fluids, positive density., power law fluid, weak solutions
Authors Feireisl, Eduard
Liao, Xian
Málek, Josef
Added by: [JP]
Total mark: 0
Attachments
  • Feireisl_Liao_Malek_fig.pdf
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