Results 41 to 50 of about 152 (51)
Global Regularity to Incompressible Viscoelastic System With a Class of Large Initial Data [PDF]
The global existence of solutions to incompressible viscoelastic flows has been a longstanding open problem, even for the global weak solution. Under some special structure ("div-curl" condition) the global small smooth solution was obtained in \cite{llzhou, cz}.
arxiv
Optimal homotopy perturbation method for nonlinear differential equations governing MHD Jeffery-Hamel flow with heat transfer problem [PDF]
In this paper, Optimal Homotopy Perturbation Method (OHPM) is employed to determine an analytic approximate solutions for nonlinear MHD Jeffery-Hamel flow and heat transfer problem. The Navier-Stokes equations, taking into account Maxwell's electromagnetism and heat transfer lead to two nonlinear ordinary differential equations. The obtained results by
arxiv
Global existence and decay rate of strong solution to incompressible Oldroyd type model equations [PDF]
This paper investigates the global existence and the decay rate in time of a solution to the Cauchy problem for an incompressible Oldroyd model with a deformation tensor damping term. There are three major results. The first is the global existence of the solution for small initial data. Second, we derive the sharp time decay of the solution in $L^{2}-$
arxiv
Wave Dispersion in the Linearised Fractional Korteweg - de Vries equation [PDF]
In this paper we discuss some properties of linear fractional dispersive waves. In particular, we compare the dispersion relations emerging from the kinematic wave equation and from the linearised Korteweg - de Vries equation with the corresponding time-fractionalized versions.
arxiv
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Visco-elastodynamics at large strains Eulerian
, 2021Isothermal visco-elastodynamics in the Kelvin-Voigt rheology is formulated in the spatial Eulerian coordinates in terms of velocity and deformation gradient. A generally nonconvex (possibly also frame-indifferent) stored energy is admitted.
Tom'avs Roub'ivcek
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East Asian Journal on Applied Mathematics, 2018
A numerical method for the generalised second grade fluid through porous media with anomalous diffusion is considered. The method is based on a combination of finite differences in time and a spectral method in space directions.
M. H. Lin
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A numerical method for the generalised second grade fluid through porous media with anomalous diffusion is considered. The method is based on a combination of finite differences in time and a spectral method in space directions.
M. H. Lin
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, 2014
An analysis has been carried out to obtain the effect of the non-Newtonian parameter on the problem of magnetohydrodynamic (MHD) mixed convective oscillat- ory flow of an electrically conducting optically thin viscoelastic fluid through a planer channel ...
U. Das
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An analysis has been carried out to obtain the effect of the non-Newtonian parameter on the problem of magnetohydrodynamic (MHD) mixed convective oscillat- ory flow of an electrically conducting optically thin viscoelastic fluid through a planer channel ...
U. Das
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Application of the LS-STAG Immersed Boundary/Cut-Cell Method to Viscoelastic Flow Computations
, 2016This paper presents the extension of a well-established Immersed Boundary (IB)/cut-cell method, the LS-STAG method (Y. Cheny & O. Botella, J. Comput. Phys. Vol. 229, 1043-1076, 2010), to viscoelastic flow computations in complex geometries.
O. Botella+3 more
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, 1974
: This study analyzed selected features of the Basic Army Administration Course (BAAC) which trains enlisted personnel for MOS 71B10/20 (Clerk-Typist). The objectives of the study were: to obtain information that could be used to identify the strengths ...
C. Fink+3 more
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: This study analyzed selected features of the Basic Army Administration Course (BAAC) which trains enlisted personnel for MOS 71B10/20 (Clerk-Typist). The objectives of the study were: to obtain information that could be used to identify the strengths ...
C. Fink+3 more
semanticscholar +1 more source