15 research outputs found
Global Solutions for Incompressible Viscoelastic Fluids
Full text linkWe prove the existence of both local and global smooth solutions to the
Cauchy problem in the whole space and the periodic problem in the n-dimensional
torus for the incompressible viscoelastic system of Oldroyd-B type in the case
of near equilibrium initial data. The results hold in both two and three
dimensional spaces. The results and methods presented in this paper are also
valid for a wide range of elastic complex fluids, such as magnetohydrodynamics,
liquid crystals and mixture problems.Comment: We prove the existence of global smooth solutions to the Cauchy
problem for the incompressible viscoelastic system of Oldroyd-B type in the
case of near equilibrium initial dat
The equations (of change) don't change: But the profession of engineering does
No full textChemical Engineering Education374242-247CHED
A constitutive approach for studying concentrated suspensions of rigid fibers in a non ‐ Newtonian Ellis fluid
No full textEffect of interfacial energy on the viscosities of two-phase mixtures—A physical modeling approach
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Effect of interactions between bubbles and graphite particles in copper alloy melts on microstructure formed during centrifugal casting: Part I. Theoretical analysis
No full textEffect of interactions between bubbles and graphite particles in copper alloy melts on microstructure formed during centrifugal casting: Part II. Experiments
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On the energetic balance for the flow of a Maxwell fluid due to a constantly accelerating plate
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