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Mechanics of Solids 232 Assignment 2012 °Show workings °Credit will be awarded for neatness Question 'I 60° 5 kN i 150 mm 200 mm P kN 10 mm 6 mm B Hinge support elevation 8 mm diameter pin Side view...

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Mechanics of Solids 232 Assignment 2012 °Show workings °Credit will be awarded for neatness
Question 'I
60°
5 kN i 150 mm 200 mm
P kN
10 mm 6 mm B
Hinge support elevation
8 mm diameter pin
Side view The mechanism shown is in equilibrium. Determine (i) the numerical value of P, (ii) the diameter of the connecting rod CD, given the normal stress in the rod is limited to 140 MPa, (iii) the shearing stress in the 8 mm diameter pin, (iv) the bearing stress in the 6 mm thick bracket supports at B, and (v)) the bearing stress in the 10 mm thick crank at B.
Question 2 (a) Z XXXXXXXXXXcylindrical tank
-----------)' Hemispherical head
elevation
I.-
A cylindrical tank with hemispherical heads is subjected to internal pressure of 1800 kPa. The tank diameter is 1.2 m, and the wall thickness is 20 mm. Determine (i) the maximum tensile stress in the heads of the tank, (ii) the maximum tensile in the cylindrical part of the tank.
Answered Same Day Dec 21, 2021

Solution

David answered on Dec 21 2021
131 Votes
TTs260712_SSunS13470_2
Question 1:

Solution:
Take moment of all forces about B.












Support reactions at B: VB and HB









Bearing stress is defined as the stress that results from the contact of two members. The equation
to determine average bearing stress would be b = F/A where F is the force applied to the
member, and A is the contact area of the object resisting the force.
For 6 mm thick
acket support, projected contact area becomes product of dia of pin and
thickness i.e. 8*6 = 48 mm
2
. And force taken by each support plate is RB/2 i.e. 4669.05 N.
Hence, bearing stress in a support plate = 4669.05/48 = 97.272 MPa. Ans.(iv)
For 10 mm thick crank, projected contact area becomes product of dia of pin and thickness i.e.
8*10 = 80 mm
2
. And force taken by each support plate is RB i.e. 9338.1 N.
Hence, bearing stress in crank = 9338.1 /80 = 116.726 MPa. Ans.(v)
Solution:
P = 1800 kPa = 1.8 MPa D = 1.2 m = 1200 mm t = 20 mm
In...
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