Exam Details
Subject | Structural Analysis I | |
Paper | ||
Exam / Course | B.Tech Civi Engg. (BTCLEVI)/B.Tech Electronics And Communication Engg. (BTECVI) | |
Department | School of Engineering & Technology (SOET) | |
Organization | indira gandhi national open university | |
Position | ||
Exam Date | June, 2015 | |
City, State | new delhi, |
Question Paper
What is Hooke's law and Bulk modulus of rigidity?
Derive the expression among Young's modulus of Elasticity Bulk modulus "K" and M (Poisson Ratio) as given below
E =3K M).
2. A round bar of steel tapers uniformly from a diameter of 2·5 cm to 3·5 cm in a length of 50 cm. If an axial force of 60 kN is applied at each end, determine the elongation of the bar. Take E =205 kN/mm^2. 10
3. A piece of metal is subjected to tensile stresses of 60 N/mm^2 and 30 N/mm^2 at right angles to each other. Find the normal and tangential stress on a plane, which makes an angle of 40° with the 60 N/mm^2 stress.
4. Draw the S.F. and B.M. diagram of abeam shown below:
<img src='./qimages/15439-4.jpg'>
Explain the assumptions made in simple theory of bending.
A steel plate 10 cm wide and 2 cm thick is bent into a circular arc of 50 meter radius. Find the maximum intensity of bending stress. Take E 2·05 x 10^5 N/mm^2.
6. Find the maximum and minimum intensities induced on the base of a masonry wall 6 m high, 4 m wide and 1·5 m thick subjected to horizontal wind pressure of 1,500 acting on 4 m side. The density of masonry may be taken as 22,400 N/m^3.
What is slenderness ratio Discuss the different conditions of column.
Explain the limitations of Euler's formula in detail.
8. A hollow C-I column whose outer diameter is 200 mm and has thickness of 20 mm, is 4·5 m long and is fixed at both ends. Calculate the safe load by Rankine formula using F.G.S. as 4. Take =550 a 1/1600.
9. Derive the relation between twisting moment, twist and shear stress of a solid circular shaft as given below:
0s/R N8/l q/r Tr/j
where cr maximum shear stress
R Radius
N Bulk modulus
e Twist angle
l length of shaft
J Polar M.O.I.
q shear stress at a distance
10. Write short notes on any two of the following:
Fatigue Testing
Principal Stresses
Different Properties of Steel
Derive the expression among Young's modulus of Elasticity Bulk modulus "K" and M (Poisson Ratio) as given below
E =3K M).
2. A round bar of steel tapers uniformly from a diameter of 2·5 cm to 3·5 cm in a length of 50 cm. If an axial force of 60 kN is applied at each end, determine the elongation of the bar. Take E =205 kN/mm^2. 10
3. A piece of metal is subjected to tensile stresses of 60 N/mm^2 and 30 N/mm^2 at right angles to each other. Find the normal and tangential stress on a plane, which makes an angle of 40° with the 60 N/mm^2 stress.
4. Draw the S.F. and B.M. diagram of abeam shown below:
<img src='./qimages/15439-4.jpg'>
Explain the assumptions made in simple theory of bending.
A steel plate 10 cm wide and 2 cm thick is bent into a circular arc of 50 meter radius. Find the maximum intensity of bending stress. Take E 2·05 x 10^5 N/mm^2.
6. Find the maximum and minimum intensities induced on the base of a masonry wall 6 m high, 4 m wide and 1·5 m thick subjected to horizontal wind pressure of 1,500 acting on 4 m side. The density of masonry may be taken as 22,400 N/m^3.
What is slenderness ratio Discuss the different conditions of column.
Explain the limitations of Euler's formula in detail.
8. A hollow C-I column whose outer diameter is 200 mm and has thickness of 20 mm, is 4·5 m long and is fixed at both ends. Calculate the safe load by Rankine formula using F.G.S. as 4. Take =550 a 1/1600.
9. Derive the relation between twisting moment, twist and shear stress of a solid circular shaft as given below:
0s/R N8/l q/r Tr/j
where cr maximum shear stress
R Radius
N Bulk modulus
e Twist angle
l length of shaft
J Polar M.O.I.
q shear stress at a distance
10. Write short notes on any two of the following:
Fatigue Testing
Principal Stresses
Different Properties of Steel
Other Question Papers
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