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Three-dimensional Couette flow in a composite channel partially filled with a porous medium
Couette flow composite channel Brinkman porous medium
2010/11/1
The couette flow of a viscous fluid in a channel, partially filled with a porous medium has been analyzed. The lower part of the channel is occupied by a porous medium, while the upper part is occupie...
Three dimensional seminumerical model to study heat flow in peripheral layers of elliptical shaped human limbs
Variational form Finite element method
2010/9/17
A number of attempts have been made to study heat flow in circular cross-section of human limbs. But almost no attempt has been reported in literature about study of heat flow in the tissue layers of ...
On $\alpha-$distance in three dimensional space
metric taxicab distance CC-distance a-distance
2009/2/24
In this study we extend the concept ®¡distance, which is a
generalization of both of taxicab distance and chinese checker distance, to
three dimensional space.
On ®¡distance in three dimensional space
metric taxicab distance CC¡ distance ® ¡ distance
2009/1/7
In this study we extend the concept ®¡distance, which is a
generalization of both of taxicab distance and chinese checker distance, to
three dimensional space.
Symmetry analysis of three dimensional time independent Schrodinger-Newton equation
Integration Lie algebras Nonlinear Partial Differential Equations
2010/9/10
Schr¨odinger-Newton (SN) equations are modifications of the Schr¨odinger equation proposed by Roger Penrose involved in a gravitationally-induced wave function collapse scheme. In this paper, the thre...
The Alternating-Direction Schemes and Numerical Analysis for the Three-dimensional Seawater Intrusion Simulation
three-dimensional seawater intrusion
2007/12/10
Both numerical simulation and theoretical analysis of seawater intrusion in coastal regions are of great theoretical importance in environmental sciences. The mathematical model can be described as a ...
A posteriori regularity of the three-dimensional Navier-Stokes equations from numerical computations
A posteriori regularity the three-dimensional Navier-Stokes equations numerical computations
2014/4/4
In this paper we consider the rˆole that numerical computations – in particular Galerkin approximations – can play in problems modelled by the 3d Navier-Stokes equations, for which no rigorous pr...