WorksheetsFinal Test: Material Testing Lab
Total questions: 20
Worksheet time: 29mins
Dial gauge reading during measurement of deflection due to bending of a simply supported beam loaded at the centre is:
1.Initial Reading -21 smallest division in small circular scale & 23 small division in large circular scale.
2. Final reading after loading: 14 smallest division in small circular scale & 15 small division in large circular scale.
Length of the span is : 600mm;
Rectangular beam cross section: thickness=6mm & width=30mm
Load applied : 5kg; Take g=9.81m/s2
Modulus of Elasticity of beam material in GPa unit is (a) (only number rounding without decimal point)
Dial gauge reading during measurement of deflection due to bending of a simply supported beam loaded at the centre is:
1.Initial Reading -21 smallest division in small circular scale & 23 small division in large circular scale.
2. Final reading after loading: 14 smallest division in small circular scale & 15 small division in large circular scale.
Length of the span is : 600mm;
Rectangular beam cross section: thickness=6mm & width=30mm
Load applied : 5kg; Take g=9.81m/s2
Deflection of beam material in mm unit is (a) (only number rounding to two decimal point)
Dial gauge reading during measurement of deflection due to bending of a simply supported beam loaded at the centre is:
1.Initial Reading -21 smallest division in small circular scale & 23 small division in large circular scale.
2. Final reading after loading: 14 smallest division in small circular scale & 15 small division in large circular scale.
Length of the span is : 600mm;
Rectangular beam cross section: thickness=6mm & width=30mm
Load applied : 5kg; Take g=9.81m/s2
Moment of Inertia of beam cross section in mm^4 unit is (a) (only number rounding without decimal point)
In a Brinell Hardness test of a steel sample:
Diameterof the steel ball indentor used: 2.5mm
Indentation diameter observed under microscope: 1.1mm
The load applied in the Hardness Tester is (kgf unit ) (a) (Number only round upto 1 decimal point)
In a Brinell Hardness test of a steel sample:
Diameterof the steel ball indentor used: 2.5mm
Indentation diameter observed under microscope: 1.1mm
BHN of the sample material is (a) (Number only round without decimal point)
In a Brinell Hardness test of a steel sample:
Diameterof the steel ball indentor used: 2.5mm
Indentation diameter observed under microscope: 1.1mm
Tensile Strength of the sample (MPa unit ) (a) (Number only round without decimal point)
In a Charpy Impact Test initial position of the pointer before striking was at 200 & Final reading after breaking the sample is shown in figure.
Impact Toughness(in Joule) of the sample is (a) (only number without decimal point)
Least Count of the Vernier Caliper(mm unit) is (a) (number only)
Main Scale Reading= (a) mm
If the least count is 0.01mm, the reading of dimension measured (mm unit) (a) ( only number)
In Tensile Test of a sample. Initial dia=20mm & Final dia=15mm, maximum load=190kN; Initial Gauge Length=100mm & Final Gauge Length=120mm
The Tensile Strength of the material (MPa) is (a) ( number only round without decimal point)
In Tensile Test of a sample. Initial dia=20mm & Final dia=15mm, maximum load=190kN; Initial Gauge Length=100mm & Final Gauge Length=120mm
% Elongation of the material (%) is (a) ( number only round without decimal point)
In Tensile Test of a sample. Initial dia=20mm & Final dia=15mm, maximum load=190kN; Initial Gauge Length=100mm & Final Gauge Length=120mm
The Material is
ductile
brittle
Which of the following is(are) the measure of resistance to elastic deformation
Hardness
Tensile strength
Young's modulus
Toughness
Young's Modulus can be measured by
Tensile Test
Hardness test
Impact Test
Bending Test
Tensile Strength can be calculated from the result of
Tensile Test
Hardness test
Impact Test
Bending Test
Toughness can be calculated from the result of
Tensile Test
Hardness test
Impact Test
Bending Test
True Stress is more than Engineering Stress
TRUE
FALSE
What is the loading?
Shaded area in the diagram indicates
Impact Toughness
Tensile Toughness
Modulus of Resilience
Modulus of Elasticity
