1) The ratio of stress and strain is known as _____
a. Modulus of elasticity
b. Young's modulus
c. Both a. and b.
d. None of the above
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2) The actual breaking stress in stress-strain diagram is the ratio of ______
a. load at breaking point and original cross-sectional area
b. load at breaking point and reduced cross-sectional area
c. maximum load and original cross-sectional area
d. yield load and original cross-sectional area
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Answer
Explanation
Related Ques
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ANSWER: load at breaking point and reduced cross-sectional area
Explanation:
No explanation is available for this question!
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3) A rigid body has Poisson's ratio equal to _____
a. 0
b. 1
c. less than 1
d. greater than one
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4) A rectangular bar has volume of 1.5 x 106 mm3. What is the change in volume, if stresses in x, y and z direction are 100 Mpa, 150 Mpa and 160 Mpa respectively. (Assume K = 2 x 105 N/mm2 & μ = 0.3)
a. 1000 mm3
b. 1230 mm3
c. 1500 mm3
d. 2000 mm3
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5) Two parallel, equal and opposite forces acting tangentially to the surface of the body is called as _____
a. Complementary stress
b. Compressive stress
c. Shear stress
d. Tensile stress
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6) Which stress is induced in a member, when expansion or contraction due to temperature variation is prevented?
a. Compressive stress
b. Tensile stress
c. Thermal stress
d. None of the above
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7) The thermal stress induced in a steel rod is compressive, if temperature _____
a. decreases
b. increases
c. remains constant
d. none of the above
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8) The deformation of a material caused due temperature variation develops ______
a. stress
b. strain
c. both a. and b.
d. none of the above
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9) In the diagram shown below, material A and B expand freely as shown in condition (2). If expansion is prevented for equilibrium condition(3) to reach, then
a. tensile force exerted by material B on A is equal to tensile force exerted by A on B.
b. tensile force exerted by material B on A is equal to compressive force exerted by A on B.
c. compressive force exerted by material B on A is equal to tensile force exerted by A on B.
d. no force acts on the composite member in equilibrium conditions
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Answer
Explanation
Related Ques
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ANSWER: tensile force exerted by material B on A is equal to compressive force exerted by A on B.
Explanation:
No explanation is available for this question!
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10) Force of 100 kN is applied on 900 mm long rod of 20 mm diameter and is simultaneously heated at 70o C. What is the total elongation of the rod? (Assume coefficient of thermal expansion = 10 x 10–6 oC, Young's modulus = 150 Gpa)
a. 2.54 mm
b. 2.00 mm
c. 1.27 mm
d. 0.63 mm
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11) The beam having one end free and one end fixed is called as _______
a. Cantilever beam
b. Continuous beam
c. Overhang beam
d. Simply supported beam
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12) The concavity produced on the beam section about the centre line when downward force acts on it is called as __
a. Hogging or positive bending moment
b. Hogging or negative bending moment
c. Sagging or positive bending moment
d. Sagging or negative bending moment
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13) In axial thrust diagram, at which point bending moment is zero?
a. Point of contra-flexure
b. Point of inflection
c. Both a. and b.
d. None of the above
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14) Uniformly varying load between two sections in shear force diagram is represented by ____
a. cubic curve
b. inclined line
c. horizontal line
d. parabolic curve
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15) In bending moment diagram, if no load acts between two sections, then it is represented by _______
a. horizontal line
b. inclined line
c. vertical line
d. all of the above
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16) What is the S.I. unit of sectional modulus?
a. mm4
b. mm3
c. mm2
d. m
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17) What is the moment of inertia acting on a rectangle of width 15 mm and depth 40 mm about base by using theorem of parallel axes?
a. 320 x 103 mm4
b. 300 x 103 mm4
c. 240 x 103 mm4
d. 80 x 103 mm4
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18) What is the moment of inertia acting on a circle of diameter 50 mm?
a. 122.71 x 103 mm4
b. 306.79 x 103 mm4
c. 567.23 x 103 mm4
d. 800 x 103 mm4
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19) Which of the following relations is used to represent theorem of perpendicular axes?
(H = Vertical axis, I = Moment of inertia and K = Radius of gyration)
a. IPQ = Ixx + AH2
b. IPQ = Ixx + Ak2
c. Izz = Ixx + Iyy
d. Izz + Ixx + Iyy = 0
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20) What is the moment of inertia acting on a semicircle of radius 20 mm about the asymmetrical axes?
a. 125.663 x 103 mm4
b. 17600 mm4
c. 1500 mm4
d. 8800 mm4
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21) The shear stress acting on the neutral axis of a beam is _____
a. maximum
b. minimum
c. zero
d. none of the above
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22) Maximum shear stress in a triangular section ABC of height H and base B occurs at _________
a. H
b. H/2
c. H/3
d. neutral axis
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23) What is the shear stress acting along the neutral axis, over a triangular section?
a. 2.66 (S/bh)
b. 1.5 (S/bh)
c. 0.375 (S/bh)
d. None of the above
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24) The average shear stress in a beam of circular section is _______ times the maximum shear stress.
a. 0.75
b. 1.5
c. 4/3
d. equal
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25) A square object of 4 mm is subjected to a force of 3000 N. What is the maximum allowable shear stress acting on it?
a. 250.14 mm2
b. 281.25 mm2
c. 400.32 mm2
d. 500 mm2
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26) According to I.S. code in actual design, maximum permissible deflection is limited to _______
a. (span / 200)
b. (span / 325)
c. (span / 525)
d. none of the above
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27) In cantilever beam, slope and deflection at free end is _____
a. zero
b. maximum
c. minimum
d. none of the above
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28) Which of the following is an elastic curve equation for shear force?
(EI = flexural rigidity)
a. S = EI (dy/dx)
b. S = EI (d2y /dx2)
c. S = EI (d3y / dx3)
d. S = EI (d4y/ dx4)
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29) Deflection of a simply supported beam when subjected to central point load is given as ________
a. (Wl /16 EI)
b. (Wl2 /16 EI)
c. (Wl3 /48 EI)
d. (5Wl4 / 384EI)
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30) Which of the following statements is/are true for a simply supported beam?
a. Deflection at supports in a simply supported beam is maximum
b. Deflection is maximum at a point where slope is zero
c. Slope is minimum at supports in a simply supported beam
d. All of the above
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Answer
Explanation
Related Ques
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ANSWER: Deflection is maximum at a point where slope is zero
Explanation:
No explanation is available for this question!
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31) What is the strain energy caused due to self weight in a cylindrical bar?
a. (W2 L) / (6 AE)
b. (W L) / (8 AE)
c. (τ2/ 2G)V
d. (τ2/ G)V
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32) Stress on an object due to sudden load is _________ the stress induced when the load is applied gradually.
a. equal to
b. half
c. twice
d. thrice
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33) What is the strain energy stored in a simply supported beam due to bending moment?
a. ∫ (M2/EI)
b. ∫ (M2/2EI)
c. ∫ (M/2EI)
d. ∫ (2M/EI)
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34) What is the maximum stress induced in a bar 2500 mm2, when a load of 2000 kN is applied suddenly?
a. 400 N/mm2
b. 800 N/mm2
c. 1600 N/mm2
d. Insufficient data
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35) What is the proof resilience of a square bar of 2500 mm2 and 200 mm long, when a load of 150 kN is induced gradually?
(Take E = 150 x 103 Mpa)
a. 45 J
b. 8 J
c. 5.3 J
d. 6 J
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36) In the relation ( T/J = Gθ/L = τ/ R), the letter G denotes modulus of ______
a. elasticity
b. plasticity
c. rigidity
d. resilience
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37) Which of the following relation represents torsional flexibility?
a. GJ
b. GL
c. GJ / L
d. L / GJ
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38) What is the S.I. unit of torsional rigidity?
a. Nm
b. N.m2
c. Nm/ radian
d. None of the above
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39) What is the shear stress acting on the outer surface of a hollow shaft subjected to a torque of 100 Nm?
(The inner and outer diameter of the shaft is 15 mm and 30 mm respectively.)
a. 50.26 N/mm2
b. 40.24 N/mm2
c. 20.120 N/mm2
d. 8.74 N/mm2
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40) Stress in the cross section of a shaft at the centre ________
a. is zero
b. decreases linearly to the maximum value of at outer surface
c. both a. and b.
d. none of the above
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