Semester : S1 and S2
Subject : ENGINEERING MECHANICS
Year : 2018
Term : JUN
Branch : MECHANICAL ENGINEERING
Scheme : 2015 Full Time
Course Code : BE 100
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15 8)
b)
C2103 Pages: 4
SET 111
State D‘Alembert principle giving the equation. (3)
In a crank and connecting rod mechanismshown in Fig.8, the radius of the crank (7)
is 300mm and the length of the rod is 1500mm. The crank is rotating at 300rpm.
Determine the following, when the crank makes an angle 40° as shown in Fig.8:
i) Velocity at point A ii) Angular velocity of the rod AC
ili) The velocity of the piston at ©.
piston 2 ~.
Fig.8
A lift has an upward acceleration of 1௩/8. Find the pressure exerted by the man (10)
of 62.5kg on the floor of the lift. If the lift had a downward acceleration of 1 m/s’,
find the pressure exerted by the man. Also find an upward acceleration of the lift,
which would cause the man to exert a pressure of 700N.
A body of mass S00kg is suspended by two springs in series, the stiffness of (10)
springs being 60kN/m and 40kN/m. The body is pulled down from its
equilibrium position by 50mm and released. What will be the maximum
acceleration and maximum velocity of the body? What would be the maximum
acceleration, if the springs were in parallel?
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