sF.ricylinder.rsh Tcy are the radius of shaft and inside radius of cylinderaP2.11 Consider a concentric shaft fixed axially and rotated insideK( cylinder.rsh.ľcy are the radius of shaft and inside_radius of cylinderrespectively, with total length L. Let the rotational rate @ rad/s andapplied torque be M .Using these parameters,a) Derive a theoretical relation for the viscosity u of the fluid betweenthe shaft and cylinder.b) For a shaft of 8cm long, rotating at 1200 rev./min, with rsh = 2.00 cmand the measured torque is Mviscosity?[µ = M(rcy=r sh)/(2nwr;,L)]%3D-0.293 N.m. What is the fluid[µ=0.29 kg/m.s]rey:205( Coso 76 243.

Consider a concentric shaft ylinder.rsh.rey are the radius of shaft and inside radius of cylinder espectively, with total length L. Let the rotational rate @ rad/s and oplied torque be M .Using these parameters, ) Derive a theoretical relation for the viscosity µ of the fluid between the shaft and cylinder. For a shaft of 8cm long, rotating at 1200 rev./min, with rsh = 2.00 cm fixec axially inside [µ = M(rcy–rsh)/(2nwr;,L)] %3D %3D nd the

Consider a concentric shaft ylinder.rsh.rey are the radius of shaft and inside radius of cylinder espectively, with total length L. Let the rotational rate @ rad/s and oplied torque be M .Using these parameters, ) Derive a theoretical relation for the viscosity µ of the fluid between the shaft and cylinder. For a shaft of 8cm long, rotating at 1200 rev./min, with rsh = 2.00 cm fixec axially inside [µ = M(rcy–rsh)/(2nwr;,L)] %3D %3D nd the

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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