Pressure regularity criteria of the three-dimensional micropolar fluid flows
Pressure regularity criteria of the three-dimensional micropolar fluid flows
In the study of the regularity criteria of weak solutions of the three-dimensional (3D) micropolar fluid flows, the
regularity of solutions are examined by imposing some critical growth conditions only on the pressure field in the
Lebesgue space, Morrey space, Multiplier space, BMO space and Besov space, respectively.
regularity criteria, navier-stokes equations
595-606
Dong, Bo-Qing
3d40f1e0-4de1-491e-9306-1056e1436ec3
Jia, Yan
add0fe8d-bfd0-4860-8f6a-953257465d63
Chen, Zhi-Min
e4f81e6e-5304-4fd6-afb2-350ec8d1e90f
March 2011
Dong, Bo-Qing
3d40f1e0-4de1-491e-9306-1056e1436ec3
Jia, Yan
add0fe8d-bfd0-4860-8f6a-953257465d63
Chen, Zhi-Min
e4f81e6e-5304-4fd6-afb2-350ec8d1e90f
Dong, Bo-Qing, Jia, Yan and Chen, Zhi-Min
(2011)
Pressure regularity criteria of the three-dimensional micropolar fluid flows.
Mathematical Methods in the Applied Sciences, 34 (5), .
Abstract
In the study of the regularity criteria of weak solutions of the three-dimensional (3D) micropolar fluid flows, the
regularity of solutions are examined by imposing some critical growth conditions only on the pressure field in the
Lebesgue space, Morrey space, Multiplier space, BMO space and Besov space, respectively.
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e-pub ahead of print date: 4 March 2011
Published date: March 2011
Keywords:
regularity criteria, navier-stokes equations
Organisations:
Fluid Structure Interactions Group
Identifiers
Local EPrints ID: 204425
URI: http://eprints.soton.ac.uk/id/eprint/204425
ISSN: 1099-1476
PURE UUID: f91e074f-aa1b-496d-804c-314d7663d9df
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Date deposited: 30 Nov 2011 09:52
Last modified: 09 Jan 2022 05:52
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Contributors
Author:
Bo-Qing Dong
Author:
Yan Jia
Author:
Zhi-Min Chen
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