csvtu previous question paper eee 8th sem
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Plz sir i need previous year question paper. Help me plz
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UNIT I



Q.1 (a) A barge is pulled by two tugs. If the resultant of the tugs is a force of 5000N directed along the axis of the barge.

Determine the value of a graph such that the voltage on the AC string is minimum. Also find the magnitude of the forces on the strings A

And AB.

[Image: fig-pg-107-1-300x195.jpg]

(B) A hollow cylinder of radius r is open at both ends and faces in a smooth horizontal plane. Two sphere with weights wl and w2

And radial r1 and r2 respectively are placed inside the cylinder as shown. Find the minimum cylinder weight W for

Do not lean over. Neglect friction.

[Image: fig-pg-107-2-300x225.jpg]

© Two prismatic bars AB of length i and of negligible weight are articulated in A and supported in B by a rope that they have on a pulley C.

A vertical load of W applied at the end of the B is supported by a force P applied to the rope. Show that the bar compression

AB is constant for the entire value of α.

[Image: fig-pg-107-3-300x234.jpg]

UNIT II

Q.2 (a) A cantilever beam is loaded and supported as shown. Find axial force of magnitude k in the AC member. Also find the axial

Strength in CD member using section method.

[Image: fig-pg-108-1-300x141.jpg]

(B) An armature is loaded and supported as shown in Fig. 2.40 find the axial forces in the elements BD, CD and CE

[Image: fig-pg-108-2-300x117.jpg]

© A beam AB is driven by the uniformly distributed load 2 kN / m by two forces P and Q. It has experimentally determine

That the bending moment is 172 kN -m at the point and 235 kN-m at the point E. Determine P and Q and find the moment of just bending

Be for point F.

[Image: fig-pg-108-3-300x90.jpg]

UNIT III

Q.3 (a) A wedge A of negligible weight should be driven to 40 kg plates B and C. The coefficient of s between all contact surfaces is 0.35.

Determine the magnitude of the force P required to start moving if the plate C is well screwed to the surface.

[Image: fig-pg-108-4-300x159.jpg]

(B) A pulley is driven by a flat belt. Being the return angle of 120 \. The belt is 100 mm wide by 6 mm thick and 1000 kg / m3 density.

If the coefficient of friction is 0,3 and the maximum tension in the belt should not be higher than 2 MPa. Find the greatest power that

The belt can transmit and the corresponding speed of the belt.

© Show that the efficiency of the self-locking square screw is given by:

? 1 - tan2? Where = efficiency
2 2 = friction

UNIT IV

Q.4 (a) Find the moment of inertia of the abstained area after removing a semicircle of radius 10 cm from a quadrant of a circle of

Radio 20cm. Around the x-axis.

[Image: fig-pg-109-1-300x155.jpg]

(B) Determine the product of inertia of a right angle triangle with respect to the center marking axes parallel to the x and y axes.

[Image: fig-pg-111-3-300x294.jpg]

© Determine the moment of inertia of a cylinder with respect to its longitudinal axis. Take L = cylinder length and r = radius

Of the cylinder.

Two blocks A and B are released from the rest on a slope, when they are separated by 18 meters. The coefficient of friction under the top

Block A is 0.2 and under the lower block B is 0.4. In what block of time. A reaches block B? After touching a d

Move as a single unit what will be the constant force between them? The weights of blocks A and B are 100 N and 80 N respectively.

UNIT V

Q.5 Two blocks A and B are released from the rest on a slope, when they are 18m apart. The coefficient of friction under the upper block

A is 0.2 and under the lower block B is 0.4. In what block of time. A reaches block B? After touching and moving as one

Unity, what will be the constant force between them? The weights of blocks A and B are 100 N and 80 N respectively.


[Image: fig-pg-110-1-300x153.jpg]
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