<p>We calculate the volumetric flow rates as a function of the pressure gradient for 0, 1%, 3% and 5% with radius and slip length .</p
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
Flow enhancement in nanotubes is of great potential to achieve ultra-fast fluidic transport. However...
fl tion tube are proposed to calculate the Nusselt number in the fully developed region for horizont...
<p>The volumetric flow rates as a function of the pressure gradient are calculated for 0, 1%, 3% and...
<p>The heat transfer curves are calculated for 0, 3% and 5% with a fixed dimensionless slip length 0...
<p>(<b>A</b>) The velocity profiles for 0, 1%, 3% and 5% with the pressure gradient equaling Pa/m. ...
The slip-flow and heat transfer of a non-Newtonian nanofluid in a microtube is theoretically studied...
A simple technique to simultaneously induce fluid flow through an individual nanopipe and measure th...
In this work, we examine the volumetric flow rate of microfluidic devices. The volumetric flow rate ...
<p>Comparison of the heat transfer curves for 0, 0.01, 0.05 and 0.1 with a fixed nanoparticle volume...
In this work, we examine the volumetric flow rate of microfluidic devices. The volumetric flow rate ...
A rigorous derivation of the macroscopic governing equations for convective flow in a nanofluid satu...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
The purpose of this paper is threefold. First, we review the existing literature on flow rates of wa...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
Flow enhancement in nanotubes is of great potential to achieve ultra-fast fluidic transport. However...
fl tion tube are proposed to calculate the Nusselt number in the fully developed region for horizont...
<p>The volumetric flow rates as a function of the pressure gradient are calculated for 0, 1%, 3% and...
<p>The heat transfer curves are calculated for 0, 3% and 5% with a fixed dimensionless slip length 0...
<p>(<b>A</b>) The velocity profiles for 0, 1%, 3% and 5% with the pressure gradient equaling Pa/m. ...
The slip-flow and heat transfer of a non-Newtonian nanofluid in a microtube is theoretically studied...
A simple technique to simultaneously induce fluid flow through an individual nanopipe and measure th...
In this work, we examine the volumetric flow rate of microfluidic devices. The volumetric flow rate ...
<p>Comparison of the heat transfer curves for 0, 0.01, 0.05 and 0.1 with a fixed nanoparticle volume...
In this work, we examine the volumetric flow rate of microfluidic devices. The volumetric flow rate ...
A rigorous derivation of the macroscopic governing equations for convective flow in a nanofluid satu...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
The purpose of this paper is threefold. First, we review the existing literature on flow rates of wa...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
We introduce an analytical method to predict the slip length (L s) in cylindrical nanopores using eq...
Flow enhancement in nanotubes is of great potential to achieve ultra-fast fluidic transport. However...
fl tion tube are proposed to calculate the Nusselt number in the fully developed region for horizont...
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