Solve please with correct answer The compound cylinder shown below is fabricated from a hollow outercylinder and a solid shaft by using a shrink fit process. For this assembly, therelationship between the shrinking allowance, 8, and the interfacial pressure,p, is of the form, p= cô, where c is a constant. It is found that for 8 = 0.02mm, p = 9.0 MPa. If 8 is increased to 0.1mm, determine radial and tangentialstress at the intersection for both the cylinders.Brass:Steel:E - 110 GPaV,=0.32= 240 MPaE- 200 GPav.- 0.28O ypOyp = 560 MPa160 mm280 mm

Answered: The compound cylinder shown below is…

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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A thin copper tube, 14 mm internal diameter and 0,5 mm wall thickness has closed ends and rotates at 1200 r/min while it is subjected to an internal gauge pressure of 222 Pa. Calculate the total hoop stress in the wall of the tube if the density of copper is 8900 kg/m3.
A hollow steel shaft is to transmit 5,605 N·m of torque and is to be sized so that the torsional stress does not exceed 151 MPa. If the inside diameter is three-fourths of the outside diameter, what is the exact outside diameter size of the shaft in mm?
BD rod made of G1 = 78 GPa with a diameter of 27 mm attached to the CA tube at point B, the tube made of G2 = 133 GPa had an outer diameter of 59 mm and a wall thickness of 10 mm. If T1 = 935 Nm and T2 = 1683 Nm, answer the following questions: 1- It is the polar inertial moment of the bar BD. 2- Maximum shear stress BD. 3- It is the polar moment of inertia of the CA tube. 4- It is the maximum shear stress BD. 5- It is the maximum shear stress of the CA tube. 6- It is the maximum shear stress of the assembly. 7- is the torsion angle between D and B. 8- It is the torsion angle between C and A. -9 is the torsion angle at D. 10- is the torsion angle between C and B. 11- is the reaction at point A.
What wall thickness in mm is required for a 634 mm diameter cylinder under an internal pressure of 18 MPa? Use a design stress of 80 MPa?
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In a tensile test on a steel tube of external diameter 18 mm and internal diameter 12 mm, an axial pull of 2 kN produces stretch of 6.72x 10^-3 mm in a length of 100 mm and a lateral contraction of 3.62x10^-4mm in outer diameter. Calculate the values of three modulus and Poisson's ratio of the material

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