- #1
HethensEnd25
- 28
- 0
I am currently working on a project which requires a mass and energy balance on a fin/ fan heat exchanger. The problem I am running into is finding how to apply the fin efficiency to find out the amount of hea tbeing dissipated through the fins. The hot fluid is water and the cooling fluid is air.
Question: How do you find the amount of heat going through the fin/fan?
Problem :
Given:
Base area of fan A=.62 m2
OD of tubes= 15.8mm
ID=unknown
number of tubes = picture included.
Cross Flow one pass fluids unmixed
Water Data:
mass flow rate: 0.898 lb/s
Inlet Temp: 127F
Outlet Temp: 100F
Density @ (avg of temps) = 61.986lb/ft3
Cp= 1Btu/lb*F
Air Data:
Mass flow rate : 310.7 lb/s
Inlet Temp:79.1F
Outlet Temp: 88.95F
Density @ (avg temp): 0.08 lb/ft3
Cp=0.25 Btu/lb*F
Values of density and Cp taken from Unit Operations of Chemical Engineering Seventh Edition.Equations used:
q=mCpΔT
where;
q=heat rate
m=mass flow rate
Cp= specific heat
ΔT=temperature difference between inlet and outlet
q=U0AΔTL
q=heat rate
U= overal heat coefficient
A=area
ΔTL= log mean temperature difference.
Results:
Looking at water
q=24.24 Btu/s
Looking at air
q=765.09 Btu/s
Upon observation the two heat rates clearly do not equal one another.
Thus my problem. How do I find out the true amount of heat passing through the fins? Do I use the NTU method and work backwards for efficiency?
Best Regards,
D
Attached find a picture of the exchanger base with tubes
Question: How do you find the amount of heat going through the fin/fan?
Problem :
Given:
Base area of fan A=.62 m2
OD of tubes= 15.8mm
ID=unknown
number of tubes = picture included.
Cross Flow one pass fluids unmixed
Water Data:
mass flow rate: 0.898 lb/s
Inlet Temp: 127F
Outlet Temp: 100F
Density @ (avg of temps) = 61.986lb/ft3
Cp= 1Btu/lb*F
Air Data:
Mass flow rate : 310.7 lb/s
Inlet Temp:79.1F
Outlet Temp: 88.95F
Density @ (avg temp): 0.08 lb/ft3
Cp=0.25 Btu/lb*F
Values of density and Cp taken from Unit Operations of Chemical Engineering Seventh Edition.Equations used:
q=mCpΔT
where;
q=heat rate
m=mass flow rate
Cp= specific heat
ΔT=temperature difference between inlet and outlet
q=U0AΔTL
q=heat rate
U= overal heat coefficient
A=area
ΔTL= log mean temperature difference.
Results:
Looking at water
q=24.24 Btu/s
Looking at air
q=765.09 Btu/s
Upon observation the two heat rates clearly do not equal one another.
Thus my problem. How do I find out the true amount of heat passing through the fins? Do I use the NTU method and work backwards for efficiency?
Best Regards,
D
Attached find a picture of the exchanger base with tubes