[PDF] Top 20 Contenido de Azufre en Hidrocarburos Jose
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A Class of Exact Solutions of Equations for Plane Steady Motion of Incompressible Fluids of Variable Viscosity for finite Peclet Number through Von-Mises Coordinates
... curvilinear coordinates system ( , ) is called the Martin’s coordinates ...therefore von-Mises coordinates system ( x , ) takes it along x axis ... See full document
38
On Plane Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number in Presence of Body Force Via Von-Mises Coordinates
... use von-Mises coordinates to find a class of new exact solutionsof the equations governing the plane steady motion with moderate Peclet number ... See full document
66
On Two-Dimensional Variable Viscosity Fluid Motion with Body Forcefor Intermediate Peclet Number Via von-Mises Coordinates
... uses von-Mises coordinates to present a class of new exact solutions of the system of partial differential equations for the plane steady motion of ... See full document
26
A Class of Exact Solutions for a Variable Viscosity Flow with Body Force for Moderate Peclet Number ViaVon-Mises Coordinates
... a class of new exact solutions of the plane equation of momentum with body force, energy and continuity for moderate Peclet number in von-Mises ... See full document
154
On the Plane Motion of Incompressible Variable Viscosity fluids with Intermediate Peclet Number via Von-Mises Cooordinates
... in equations (5-6) please refer to [1-9] for some coordinates transformation techniques and dimension analysis methods and the references ...low Peclet number while the solutions at ... See full document
32
A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid with Moderate Peclet Number through Von-Mises Coordinates
... Like other mechanics, fluid dynamics also offers difficulties due to nonlinearity in the basic equations. To overcome these difficulties some methods/techniques are found in [1-7] and articles referred therein. ... See full document
35
On Two-Dimensional Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number Via von-Mises Coordinates
... A class of exact solutions to the fundamental equations for plane steady incompressible and variable viscosity fluid in the absence of body force: ... See full document
27
Omnipresence of Cluster Analysis for Optimal Solutions
... less number of ant agents that responds very slow to the dynamic changes, the author proposed a dynamic reactive flocking clustering algorithm called MSFC algorithm [5] which extends the Flocking model, is a ... See full document
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Design and Development of Front Air Fork Suspension System for Two-Wheeler
... [5]. OgegaAnyoka Patrick, Johana K. Sigey, Jeconiah A. Okelo, James M. Okwoyo&Kang’etheGiterere, The SIJ Transactions on Computer Science Engineering & its Applications (CSEA), Vol. 3, No. 7, September 2015, ... See full document
71
Hodograph method in MHD orthogonal fluid flows
... 0 Fq is the Legendre transform function of streamfunction for a steady, plane, orthogonal flow of an incompressible viscous fluid of finite electrical conductivity, then the flow in the [r] ... See full document
20
A WELL BEHAVED COMPACT STAR MODEL IN ISOTROPIC COORDINATES
... first exact solution of field equations for a perfect fluid sphere of constant density was obtained by Schwarzschild[1], the relativists have been proposing different models of immensely gravitating ... See full document
42
A Neuro-Finite Element Analysis of Partial Differential Equations of Solid Mechanics
... Artificial neural network attempts to imitate the learning activities of the brain. The human brain is composed of approximately 10" neurons (nerve cells) of different types. In a typical neuron, we can find the ... See full document
15
Instability through porous medium of two viscous superposed conducting fluids
... study to examine the effects of viscosity and medium permeability on "the stability of the plane interface separating two incompressible superposed conducting fluids of uniform densities[r] ... See full document
8
The differential formula of Hasimoto transformation in Minkowski 3 space
... and finite-gap solutions, much works have been revived by sev- eral ...curve equations which maps by Hasimoto transformation and nonlinear Schr¨odinger equation ...studied finite-gap ... See full document
10
Numerical Solutions of Generalized Burgers' Equations for Some Incompressible Non-Newtonian Fluids
... wave solutions are ...Burgers’ equations for each rheology model in the following ...Burgers-type equations arising from studying non-Newtonian fluids which are similar to the one defined by ... See full document
26
Vol 8, No 8 (2017)
... a variable viscosity fluid past a vertical porous plate permeated by a transverse magnetic ...of variable viscosity and nonlinear radiation on MHD flow with heat transfer over a stretching ... See full document
12
Classical dynamics of free electromagnetic laser pulses
... compact finite energy solutions to other linear wave ...particular solutions that reduce to the Maxwell solutions when a fun- damental length parameter in their theory tends to ... See full document
20
Finite Element Analysis of In Plane Displacements and Von Mises Stresses in Ellipsoidal and Circular Cylinderical Petroleum Tankers
... mulae that are simple to use, but limited to specific ge- ometries and geometry details such as welded supports and openings. It does not put into consideration several actions or combination of actions such as local ... See full document
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EXISTENCE OF NONOSCILLATORY SOLUTIONS FOR SECOND-ORDER NONLINEAR NEUTRAL DIFFERENTIAL EQUATIONS WITH VARIABLE DELAYS
... differential equations have been studied in recent ...of equations, one may follow [1, 2, 11, 12] and the references cited ...differential equations received much less attention, which is mainly due ... See full document
170
A Class of Adams-Like Implicit Collocation Methods of Higher Orders for the Solutions of Initial Value Problems
... It is a natural task to investigate the stability of the multistep methods with highest possible order. Counting the order conditions shows that for order p the parameters of a linear multistep method have to satisfy p+1 ... See full document
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