A fluid of viscosity n flows through a tube of length L and radius a as a result of a pressure difference, the pressure

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A fluid of viscosity n flows through a tube of length L and radius a as a result of a pressure difference, the pressure

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A Fluid Of Viscosity N Flows Through A Tube Of Length L And Radius A As A Result Of A Pressure Difference The Pressure 1
A Fluid Of Viscosity N Flows Through A Tube Of Length L And Radius A As A Result Of A Pressure Difference The Pressure 1 (137.59 KiB) Viewed 68 times
A fluid of viscosity n flows through a tube of length L and radius a as a result of a pressure difference, the pressure being pı at one end and P2 at the other end of the tube. Write the conditions necessary to ensure that a cylinder of fluid of radius r moves without acceleration under the influence of the pressure difference and the shearing force due to the viscosity of the liquid. Hence derive an expression for the mass À of fluid flowing per second through the tube for the following two cases: (a) The fluid is an incompressible liquid of density p.. (6) The fluid is an ideal gas of molecular weight M.
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