DIMENSIONLESS NUMBERS MULTIPLE CHOICE QUESTIONS (MCQ) WITH ANSWERS
DIMENSIONLESS NUMBERS
MULTIPLE CHOICE QUESTIONS
(MCQ) WITH ANSWERS
Dimensionless numbers permit to use
knowledge from experiments. Utilize
data with one system to another system
with different dimensions. Dimensionless
numbers help to get rid of dimensions. It
extends our knowledge to various other
systems. These increase the level of
understanding and clarity of thought.
These make difficult studies simpler in
heat transfer, mass transfer, momentum
transfer and fluid mechanics
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Biot number is applicable to
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Conduction
-
Convection
-
Radiation
-
None
ANS: (a)
-
Biot number is applicable to
-
Steady state conduction
-
Unsteady state conduction
-
Steady & unsteady state conduction
-
None
ANS: (b)
-
Biot number is applicable to
-
Heat exchangers
-
Radiators
-
Fins
-
None
ANS: (c )
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Biot number is the ratio of
-
Firstly Conductive resistance/Convective resistance
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Secondly Convective resistance / Conductive resistance
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Thirdly Convective resistance /Radiative resistance
-
None
ANS: (a)
-
Different ranges of Biot number
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One
-
Two
-
Three
-
None
ANS: (c )
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When Biot number is >0 & < 0.1, which method of analysis is used
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Lumped parameter method
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Heisler charts method
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Gauss Error function method
-
None
ANS: (a)
-
When Biot number is >0.1 & < 100, which method of analysis is used?
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Lumped parameter method
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Heisler charts method
-
Gauss Error function method
-
None
ANS: (b)
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When Biot number is >100 & , which method of analysis is used?
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Lumped parameter method
-
Heisler charts
-
Gauss Error function method
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None
ANS: (c)
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Equation for Biot number is
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hk/L
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kL/h
-
hL/k
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None
ANS: (c )
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Fourier number is degree of penetration of
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Heating in a solid
-
Cooling in a solid
-
Heating or cooling in a solid
-
None
ANS: (c )
-
Formula for Fourier number is
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Firstly ατ/L
-
Secondly ατ/L2
-
Thirdly ατ/L3
-
None
ANS: (b)
-
Fourier number is applicable to
-
Conduction
-
Convection
-
Radiation
-
None
ANS: (a)
-
Fourier number is applicable to
-
Steady state conduction
-
Unsteady state conduction
-
Steady & unsteady state conduction
-
None
ANS: (b)
-
Fourier number is applicable to
-
Heat exchangers
-
Radiators
-
Fins
-
None
ANS: (c )
-
Reynolds number is the ratio of
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Inertia force/Pressure force
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Pressure force/Inertia force
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Inertia force/viscous force
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None
ANS: (c )
-
Reynolds number classify
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Firstly Laminar & turbulent flows
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Secondly Laminar & transition flows
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Thirdly Laminar, transition & turbulent flows
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None
ANS: (c )
-
The equation for Reynolds number is
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ρv/D µ
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Dρµ/v
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ρvD/µ
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None
ANS: ( c)
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Reynolds number for laminar flow in a pipe is
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Firstly < 1100
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Secondly < 2100
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Thirdly > 4000
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None
ANS: (b)
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Reynolds number for transition flow in a pipe is
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Firstly < 1100 >2100
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Secondly <2100 >3100
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Thirdly > 2100 <4000
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None
ANS: (c )
-
Reynolds number for turbulent flow in a pipe is
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< 2100
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<400
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> 400
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None
ANS: (c )
-
Reynolds number for transition flow over a flat plate is
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Firstly > 2 Lacs <4 Lacs
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Secondly > 4 Lacs <6 Lacs
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Thirdly > 5 Lacs < 7 Lacs
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None
ANS: (c )
-
Reynolds number for laminar flow over a flat plate is
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Firstly ≤ 4 Lacs
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Secondly ≤ 5 Lacs
-
Thirdly ≤ 6 lacs
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None
ANS: (b)
-
Reynolds number for turbulent flow over a flat plate is
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Firstly ≥ 5 Lacs
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Secondly ≥ 7 Lacs
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Thirdly ≥ 3 lacs
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None
ANS: (b)
-
The ratio of inertia force to viscous force is
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Fourier number
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Nusselt number
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Reynolds number
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None
ANS: (c )
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Prandtl number is the ratio of
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Firstly Momentum diffusivity/ Thermal diffusivity
-
Secondly Momentum diffusivity/mass diffusivity
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Thirdly Thermal diffusivity/Momentum diffusivity
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None
ANS: (a)
-
The equation of Prandtl number is
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µρ/k
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k/ρcP
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µcp/k
-
None
ANS: (c )
-
Use of Prandtl number is in
-
Free convection
-
Forced convection
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Free & forced convection
-
None
ANS: (c )
-
Value of Prandtl number for liquid metals is
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1 to 100
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0.1 to 1
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0.01 to 0.003
-
None
ANS: (c )
-
Value of Prandtl number for highly viscous oils is
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0-100
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100-1000
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100-10000
-
None
ANS: (c )
-
Value of Prandtl number for water & air at room temperature is
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2 & 0.2
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5 & 0.5
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7 & 0.7
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None
ANS: (d)
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Use of Grashoff’s number is in
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Free convection
-
Forced convection
-
Free & forced convection
-
None
ANS: (a)
-
Expression for Grashoff’s number is
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Firstly βgρL3/µ2
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Secondly βgρ2L3/µ2
-
Thirdly βgρ2L3Δt/µ2
-
None
ANS: (c )
-
The Grashoff’s number is the ratio of
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Firstly Viscous force/Buoyancy force
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Secondly Buoyancy force/viscous force
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Thirdly Buoyancy force/Viscous force2
-
None
ANS: (b)
-
The role of Grashoff’s number in free convection is same as
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Firstly Reynolds number in free convection
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Secondly Reynolds number in forced convection
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Thirdly Reynolds number in free & forced convection
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None
ANS: (b)
-
Use of Reynolds number is in
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Free convection
-
Forced convection
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Free & forced convection
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None
ANS: (b)
-
The Nusselt number is the ratio of
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Conductive heat transfer/convective heat transfer
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Convective heat transfer/Conductive heat transfer
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(Convective +conductive) heat transfer/4
-
None
ANS: (b)
-
The equation for Nusselt number is
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Firstly h L/µ
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Secondly h k/L
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Thirdly h L/k
-
None
ANS: (c )
-
Use of Nusselt number is to determine
-
Thermal conductivity
-
Convective heat transfer coefficient
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Thermal conductivity & convective heat transfer coefficient
-
None
ANS; (b)
-
Use of Nusselt number is in
-
Free convective heat transfer
-
Forced convective heat transfer
-
Both free & forced convective heat transfer
-
None
ANS: (c )
-
The Nusselt number is the ratio of
-
Conductive heat transfer/Convective heat transfer
-
Convective heat transfer/Conductive heat transfer
-
Both (a) & (b)
-
None
ANS: (b)
-
In free convective heat transfer, Nusselt number is a function of
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Firstly Nu =f(Re, Pr)
-
Secondly Nu = f (Re, Gr)
-
Thirdly Nu = f(Gr, Pr)
-
None
ANS: (c )
-
In forced convective heat transfer, Nusselt number is a function of
-
Firstly Nu= f(Re, Pr, Gr)
-
Secondly Nu= f(Re, Gr)
-
Thirdly Nu = f(Gr, Pr)
-
None
ANS: (a)
-
Equation of Rayleigh’s number is
-
Firstly Ra = Gr Re
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Secondly Ra= Gr Pr
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Thirdly Ra =Re Pr
-
None
ANS: (b)
-
Use of Rayleigh’s number is in
-
Free convection
-
Forced convection
-
Free & forced convection
-
None
ANS: (a)
45. Froude number is
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Firstly Viscous force/Inertia force
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Inertia force/Gravitational force
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Viscous force/Pressure force
-
None
ANS: (b)
46. Fluid flow is critical when Froude number is
-
> 1
-
< 1
-
= 1
-
None
ANS: (c )
47. Fluid flow is super-critical when Froude number is
-
> 1
-
< 1
-
= 1
-
None
ANS: (a)
48. Fluid flow is sub-critical when Froude number is
-
> 1
-
< 1
-
= 1
-
None
ANS: (b)
49. Fluid flow is critical when the ratio of flow velocity and wave velocity due to a disturbance is
-
> 1
-
< 1
-
= 1
-
None
ANS: (c )
50. Weber number is used in
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Single phase flow
-
Multi-phase flow
-
Single & multi-phase flow
-
None
ANS: (b)
51. Weber number is used in the formation of
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Droplets
-
Bubbles
-
Droplets & bubbles
-
None
ANS: ( c)
52. Weber number is the ratio of the square root of
-
Inertia force/Gravitational force
-
Inertia force/ Surface tension
-
Both (a) & (b)
-
None
ANS: (b)
53. Formula of Weber number is square root of
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V/√Lg
-
V√ρL / √σ
-
V2/ √ρσ
-
None
ANS: (b)
54. Critical Weber number at which
-
Firstly Droplets start breaking
-
Secondly Droplets starts forming
-
Thirdly Droplets starts breaking & forming
-
None
ANS: (c )
55. Mach number is the ratio of
-
Firstly Speed of object in a fluid/sound velocity in the same fluid
-
Secondly Speed of object in air/speed of sound in water
-
Thirdly Speed of object in air/ velocity of light
-
None
ANS: (a)
56. Minimum value of Mach number used practically
-
> 1
-
<1
-
< 0.3
-
None
ANS: (c )
57. For sub-sonic flow, Mach number is
-
< 0.3
-
<0.8
-
> 1
- None
ANS: (b)
58. For super-sonic flow, range of Mach number is
-
10 to 25
-
0 to 10
-
3 to 5.0
-
None
ANS: (c )
59. For hyper-sonic flow, the Mach number range is
-
3 to 5.0
-
0 to 10.0
-
10 to 25
-
None
ANS: (b)
60. Common use of Mach number is in
-
Railway
-
Bus
-
Aircraft
-
None
ANS: (c )
61. What is velocity at Mach number equal to 1?
-
1035 km/h
-
1135 km/h
-
1235 km/h
-
None
ANS: (c )
62. Euler number in fluid mechanics is
-
Inertia force/pressure force
-
Pressure force/inertia force
-
Both (a) & (b)
-
None
ANS: (b)
63. The formula for Euler number is
-
µ/ρv2
-
p/ρv
-
p/ρv2
-
None
ANS: (c )
64. Euler number equal to 1 represents
-
Viscous flow
-
Non- viscous flow
-
Both viscous & non- viscous flow
-
None
ANS: (b)
65. Euler number is
-
Pressure/(mass x acceleration)
-
Pressure x area/(mass x velocity)
-
Pressure x area/mass x acceleration)
-
None
ANS: (c )
66. Ratio of inertia force to elastic force is
-
Mach number
-
Reynolds number
-
Froude number
-
None
ANS: (a)
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