Roll No_________
STRUCTURAL MECHANICS
5th
Exam /Civil/5162/May’06
Duration 3 Hrs.
Section –A
Note : attempt any ten questions.
1.
Fill in the
blanks:
a.
Bulk modulus
k = _______
b.
A beam whose
one end fixed and other end is free is called a ____
c.
_______ is
defined as the algebraic sum of moments of all the vertical forces acting on
one side of the section.
d.
Unit o radius
of gyration is _____
e.
Bending
stress is also known as ______
f.
Shear stress
varies along of _________ of the beam.
g.
Slope at any
section of a deflected beam in the ____ which the tangent at that section makes
with the horizontal.
h.
In the case
of _________ maximum deflection will be at the free end.
i.
For no
tension in a compression member. The eccentricity must not exceed _______
j.
For a prefect
frame the relation between the number of members and number of joints is given
by _______
Section
–B
Note : attempt any five
questions
2.
a.
Define the
terms stress, strain young’s modulus of elasticity. Write relationship between
them.
b.
Define a beam.
Describe different types of beam.
c.
Define
section modulus and radius of gyration.
d.
What is shear
stress in beam?
e.
Differentiate
between concentric load and a column and their effects on it.
f.
What are the
different methods of finding out forces in a perfect frame? Explain any one.
g.
On what
factors does the strength of a beam depends.
Section
–C
Note : Attempt any three
questions
3.
A bar 300 mm
long is 50 mm x 50 mm in section for 120 mm of its length, 20 mm dia for 80 mm
length and 40 mm dia for the remaining length. If the tensile force of 80 KN is
applied to the bar calculate the stresses induced in the different section and
total elongation of the bar. Take E=2x105 N/mm2
4.
A simply
supported beam of span 9 m carries a u.d.l. of 10 KN/m over the whole span and
also two point loads of 15 kN and 20 kN at 6 m and 7.5 m respectively from the
left support draw the S.F.D and B.M.D for the beam giving their valves.
5.
An I-section
has the following dimensions.
Flanges – 150 mm x 20 mm
Web – 300 mm x 20 mm
If the SF acting on the beam is 100 kN. Determine
the shear stress distribution in the beam and draw it.
6.
A wooden
plank 300 mm wide and 100 mm deep in section rests on two wooden supports at
the same horizontal level which are 4 m apart. A man weighing 800 N stands in
the middle of the plank. Find
a.
Max bending
stress developed in the plank
b.
Max
deflection of plank
7.
A hollow
circular column having external and internal diameters of 250 mm respectively
carries a vertical load of 120 kN a the outer edge of the column. Calculate the
maximum and minimum intensities of stress in the section.
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