Please solce accurate i will rate it up if accurate The drum described in part 1b (i) is driven by a belt attached to a motor. Figure (i) shows thegeneral arrangement of a belt drive. It can be shown that the rate of change of the tension F (N)with respect to the angle 0 radians at any point P is given by pF, where u is the coefficient offriction between the belt and the pulley.(iii)Belt driveF = Tension in the right sidePulleyAngle of lap OAF.= Tension in the slacksideFigure (i)dFThe initial differential equation will be:dedyHint: If = ky then y=DAekx%3DdxGiven the following boundary conditions when 0 =0, F = F, and when e =0, F = F. Find theequation connecting Fi to Fs, p and O.Find the value of F, when F,= 50 N, p =0.3 and the angle of lap is 120°(i)(ii)

1 Given,F1=force on tight side of beltF2=force on slack side of beltμ=coefficient of…

(iii) The drum described in part 1b (i) is driven by a belt attached to a motor. Figure (i) shows the general arrangement of a belt drive. It can be shown that the rate of change of the tension F (N) with respect to the angle e radians at any point P is given by µF, where u is the coefficient of friction between the belt and the pulley. Belt drive F.= Tension in the right side Pulley Angle of lap O A F, = Tension in the slack side Figure (i) dF The initial differential equation will be: = µF de Hint: If dx = ky then y=Aekx (i) Given the following boundary conditions when 0 =0, F = F, and when e =0, F = F,. Find the equation connecting Fi to F., p and o. Find the value of F, when F,= 50 N, p =0.3 and the angle of lap is 120° (ii) P.

(iii) The drum described in part 1b (i) is driven by a belt attached to a motor. Figure (i) shows the general arrangement of a belt drive. It can be shown that the rate of change of the tension F (N) with respect to the angle e radians at any point P is given by µF, where u is the coefficient of friction between the belt and the pulley. Belt drive F.= Tension in the right side Pulley Angle of lap O A F, = Tension in the slack side Figure (i) dF The initial differential equation will be: = µF de Hint: If dx = ky then y=Aekx (i) Given the following boundary conditions when 0 =0, F = F, and when e =0, F = F,. Find the equation connecting Fi to F., p and o. Find the value of F, when F,= 50 N, p =0.3 and the angle of lap is 120° (ii) P.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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