Peclet number
On the Plane Motion of Incompressible Variable Viscosity fluids with Intermediate Peclet Number via Von-Mises Cooordinates
... f and a function of stream function satisfying a specific relation. The exact solutions for intermediate Peclet number for two values of f ( x ) are determined. For both values the viscosity function and ...
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On Two-Dimensional Variable Viscosity Fluid Motion with Body Forcefor Intermediate Peclet Number Via von-Mises Coordinates
... moderate Peclet number with body force are determined for given one component of the body force when f(x) takes a specific value and when it is ...intermediate Peclet number in presence of ...
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A Class of Exact Solutions for a Variable Viscosity Flow with Body Force for Moderate Peclet Number ViaVon-Mises Coordinates
... A class of exact solutions for plane steady motion of incompressible fluids of variable viscosity in the presence of body force with moderate Peclet number is obtained. The non-dimensional form of basic ...
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A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid in Presence of Body Force with Moderate Peclet Number
... moderate Peclet numbers. Exact solutions are obtained for Peclet numbers between zero and infinity except 2, for given one component of the body force using successive transformation technique and a new ...
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On Plane Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number in Presence of Body Force Via Von-Mises Coordinates
... moderate Peclet number of incompressible fluid of variable viscosity in presence of body ...moderate Peclet number in presence of body ...
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A Class of New Exact Solution of Equations for Motion of Variable Viscosity Fluid with Moderate Peclet Number through Von-Mises Coordinates
... This communication announces a class of new exact solutions of the equations governing the steady plane motion of fluid with constant density, constant thermal conductivity but variable viscosity with moderate ...
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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
... This paper determines a class of exact solutions for plane steady motion of incompressible fluids of variable viscosity for finite Peclet number through von-Mises coordinates. The class is characterized by ...
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On Two-Dimensional Motion of Incompressible Variable Viscosity Fluids with Moderate Peclet Number Via von-Mises Coordinates
... [14] Mushtaq Ahmed, (2018), A Class of New Exact Solution of equations for Motion of Variable Viscosity Fluid In presence of Body Force with Moderate Peclet number , International Journal of Fluid Mexhanics ...
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Gaseous diffusion at moderate flow rates in circular conduits
... Point and average values of total diffusivity, mass transfer Peclet number, and eddy viscosity were determined for the diffusion of carbon dioxide in air... Mass and momentum transfer an[r] ...
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Streamline-averaged mass transfer in a circulating drop
... of Peclet number considered: Ubal et ...to Peclet numbers smaller than this we lose the separation of scales upon which the boundary layer model is ...
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Simulation of Solidification Parameters during Zr Based Bulk Metallic Glass Matrix Composite’s (BMGMCs) Additive Manufacturing
... changing Peclet number with the change of each state value of system ...the number of iterations assigned in ...free number and only one value (100 K/mm) is used for ...
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Predictions for optimal mitigation of paracrine inhibitory signalling in haemopoietic stem cell cultures
... the Peclet number increases, the size of the diffu- sive time scale increases relative to the dilution time scale, and there are regions of media with very low in- hibitory concentration already present in ...
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Thermal Analysis of Corrugated Plate Heat Exchanger by using Ansys Software through FEA Method
... Shive Dayal Pandey, V.K. Nema [18]: The effects of nanofluid that is Al2O3 in water two, three and four vol.% and water as coolants on heat transfer, resistance losses, and loss of available energy during a counter flow ...
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Grid number and expansion factor for the solution of scalar convection dominated equation: Comparison between the method of shooting and that of finite difference
... The Euler shooting method is the focus of the next section of this paper. Then, the resulting general solution of the SCDE will be taken as a basis to obtain the grid expansion factor 𝑟 𝑒 that permits agreement between ...
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Comparison of Thermal Dispersion Effects for Single and two Phase Analysis of Heat Transfer in Porous Media
... low Peclet or particle Reynolds ...Nusselt number predictions at various Peclet number due to incorporating different formulations for the porosity variations and the effective thermal ...low ...
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Magnetohydrodynamic Flow in Horizontal Concentric Cylinders
... entropy number are shown in Figures ...Hartmann number and Brinkman num- ber increase, graphs of the entropy number in- crease in both cases of the Hartmann number and Brinkman ...of ...
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Prediction of spurious oscillation in the solution of unsteady scalar convection dominated problem
... property of the differential equations. A remark on this was given by [30], while [31] and [32] illustrated the relevant application in solving beam equation, and predicting convection-dominated flow, respectively. The ...
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Mathematical relationship between grid and low Peclet numbers for the solution of convection diffusion equation
... The problems of grid structure for the numerical calculations are heavily discussed in computational fluid dynamics. In this research, the importance of the relationships between the grid structure and the flow ...
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Lattice Boltzmann simulation of droplet behaviour in microfluidic devices
... the Peclet number, Capillary number and wettability of fluids on droplet formation to achieve a better understanding of droplet behaviour in a T-junction microfluidic ...
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Grid expansion factor for the shooting method solution of convection diffusion equation
... The essential nature of convection-diffusion related problems is the main reason why they are found in various science and engineering applications. This includes the computational fluid dynamics problems of grid ...
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