Roll No_________
STRUCTURAL MECHANICS
5th
Exam /Civil/5162/May’05
Duration 3 Hrs.
Section –A
Note : attempt any ten questions.
1.
a.
Define the terms: Young’s Modulus of rigidity.
b.
Differentiate between lateral strain and
longitudinal strin.
c.
What do you mean by factor of safety ? explain.
d.
Draw B.M.D for a simply supported beam
carrying uniformly distributed load in whole span.
e.
What do you mean by point of contra flexure.
f.
In a simply supported beam where will the
bending moment be maximum and why?
g.
What do you mean by section modulus? What is its
value for a rectangular section of width b and depth d?
h.
Explain briefly ‘Theorem of parallel Axis’
i.
Write the formula for maximum defection of a
simply supported beam carrying U.D.C on whole span. Where it occurs.
j.
Define periect, important and redundant frames
with neat sketches.
k.
Euler’s formula for load carried by a column is
applicable for long or short column. Write this formula.
l.
What do you mean by eccentricity. Explain with a
sketch.
Section-B
Note : Attempt any three questions
2.
a.
A steel rod of 30 mm diameter and 5 m long is
connected to two grips and the rod is maintained at a temperature of 95 C
determine the stress and full exerted when the temperature falls to 30 C , if
i.
The ends do not yield and
ii.
The ends yields by 1.2mm. take E = 2x106 N/mm2
α=12x106˚C
b.
A solid round bar 4 m long and 5 cm in dia was
found to extend 4.6 mm under a tensile load of 50 KN this bar is used as a
strut with both ends hinged. Determine the buckling load for the bar and also
the safe load taking F 0.5 as 4.0.
c.
A short column of rectangular x-section 80 mm by
60 mm caries a load of 40 KN at a point 20 mm form the longer side and 35 mm
from the shorter side. Determine the maximum compressive and tensile stresses in the section.
d.
a simply supported beam of length 10 m carries
two point loads of 50 KN and 40 KN at distance 2 m and 6 m from the left end.
It also carries a U.D.C of 10KN/m
between the point loads. Draw S.F.D and B.M.D for the beam. Also calculate the
maximum bending moment.
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