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WorksheetsSOM TEST 2
Total questions: 14
Worksheet time: 11mins
Ratio of Change in dimension to the original dimension is called as............
Shear stress
Stress
Force
Strain
When the change in length take place after application of load, that strain is called as..........
Volumetric strain
Linear strain
Lateral strain
Shear strain
The SI unit of Strain is ............
No unit (unitless)
Meter
Pascal
Milimeter
Hook's law is valid upto..........
Ultimate limits
Elastic limit
Yield point
Fracture point
The SI unit of modulus of elasticity is..........
Newton
Pascal
N/m
N/mm
Modulus of elasticity of mild steel is less than rubber .
True
False
None of the above
When tensile stress is applied axially on a circular rod it’s
i) diameter decreases ii) length increases iii) volume decreases
Which of the above are true?
Only ii
Only i
i & ii
All of the above
Stress produced due to two parallel, equal and opposite forces acting tangentially to the surface of the body is called as _____
Shear stress
Compressive stress
Complementary stress
Tensile stress
The actual breaking stress in stress-strain diagram is the ratio of ______
yield load and original cross-sectional area
load at breaking point and original cross-sectional area
load at breaking point and reduced cross-sectional area
maximum load and original cross-sectional area
Calculate the axial load in compression for a metal bar of cross section 15 mm X 60 mm, if permissible stress is 155 MPa.
139.5 MN
139500 N
1395000 N
135.9 KN
in double shear a 15 mm dia. circular pin carries a force of 15 KN. Determine the stress induced.
42.44 MPa
52.5 MPa
4.244 Mpa
4244 MPa
A steel rod 2 m long is heated through 700 C , find free expansion.
Assume, coeff. of expansion = 12 X 10-6 /0C
1.68 cm
168 mm
16.8 cm
1.68 mm
A bar of 1 m length and 400 mm2 cross sectional area is acted upon by a compressive force of 100 KN, Find it's change in length.
Take E = 2 X 105 MPa
1.25 mm
-1.25 mm
125 mm
-125 cm
The internal resistive force per unit cross sectional area is called as......
Stress
Modulus of elasticity
Strain
Poission's ratio
