Keeping the core diameter of threads equal to the diameter of unthreaded portion of the bolt
Keeping the core diameter smaller than the diameter of the unthreaded portion
Keeping the nominal diameter of threads equal to the diameter of unthreaded portion of the bolt
None of the above
A. Keeping the core diameter of threads equal to the diameter of unthreaded portion of the bolt
Gib of cotter joint
Sleeve and cotter joint
Spigot socket cotter joint
Knuckle joint
Same
Double
One-half
One-fourth
90° - φ
45° - φ
45° - φ/2
45° + φ/2
Base circle
Pitch circle
Addendum circle
Dedendum circle
The effect of curvature of the cylinder wall is neglected
The tensile stresses are uniformly distributed over the section of the walls
The effect of the restraining action of the heads at the end of the pressure vessel is neglected
All of the above
T₁ - T₂ + Tc
T₁ + T₂ + Tc
(T₁ - T₂ + Tc)/2
(T₁ + T₂ + Tc)/2
d
1.25 d
1.5 d
1.75 d
Tensile stress
Compressive stress
Shear stress
Bending stress
T/2
T
2T
4T
Working depth
Clearance
Backlash
Face width
Thickness of plates to be riveted
Length of rivet
Diameter of head
Nominal diameter
Open belt drive transmits more power than crossed belt drive
Crossed belt drive transmits more power than open belt drive
Open and crossed belt drives transmit same power
Power transmission does not depend upon open and crossed types of constructions
Prevent the belt from running off the pulley
Increase the power transmission capacity
Increase the belt velocity
Prevent the belt joint from damaging the belt surface
Screw jack
Aeroplane engines
Crane
Steering mechanism
Directly as load
Inversely as square of load
Inversely as cube of load
Inversely as fourth power of load
More than 50 %
Less than 50 %
Equal to 50 %
None of these
Addendum
Dedendum
Clearance
Working depth
Ring nut
Castle nut
Sawn nut
Jam nut
Lame's equation
Birnie's equation
Clavarinos' equation
All of these
Bondability
Embeddability
Comformability
Fatigue strength
Material and geometry of the part
Geometry of the part
Material of the part
None of these
T₁/T₂ = μθ × n
T₁/T₂ = (μθ)n
T₁/T₂ = [(1 - μ tanθ)/ (1 + μ tanθ)]n
T₁/T₂ = [(1 + μ tanθ)/ (1 - μ tanθ)]n
Medium series whose bore is 5 mm
Medium series whose bore is 25 mm
Light series whose bore is 25 mm
Light series whose bore is 5 mm
50°C above upper critical temperature
50°C below upper critical temperature
50°C above lower critical temperature
50°C below lower critical temperature
Uniform velocity
Simple harmonic motion
Uniform acceleration and retardation
Cycloidal motion
Brittle
Ductile
Elastic
Plastic
[(√P1 + √P2)/2]²
P1 + P2
2 × (P1 + P2)
[2 × (P1 + P2)] + Pc Where Pc is centrifugal tension
Mild steel
Aluminium
Brass
Cast iron
0.01 micron
0.1 micron
1 micron
10 microns
Ductile materials
Brittle materials
Equally serious in both cases
Depends on other factors