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Heat Transfer

Heat Transfer
The characteristic dimensionless groups for heat transfer to a fluid flowing through a pipe in laminar flow are

Nu, Gz
Nu, Pr, Re
Re.Gz
Nu, Pr

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Heat Transfer
For a counter current heat exchanger with Tih = 80°C, T°c = 60°C, T°h = 50°C and Tic = 30°C, and the temperature difference between the two streams being the same everywhere along Z, the direction of flow of hot fluid. The temperature profile should satisfy

d²T/dZ² = 0
d²T/dZ² < 0
dT/dZ = 0
d²T/dZ² > 0

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Heat Transfer
The purpose of providing a 'catchall' in the vapor line of an evaporator is to

Vent the non-condensible gases
Regulate the vapor flow
Create vacuum
Arrest the entrained liquid

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Heat Transfer
The dimensionless group in mass transfer that is equivalent to Prandtl number in heat transfer is

Nusselt number
Schmidt number
Sherwood number
Stanton number

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Heat Transfer
Arithmetic mean area can be used in heat transfer problem to calculate the heat flow by conduction through a cylinder which is

Thin walled having the value of Ao Ai/< 2
Both B and C
Thick walled
Having the value of Ao/Ai > 2

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Heat Transfer
Overall thermal resistance for conductive heat transfer through a series of flat resistances is equal to the

Minimum resistance presents in the series
Sum of all resistances
Maximum resistance in the series
Average of all resistances

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MORE MCQ ON Heat Transfer

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