Gents,
How can i calculate the outlet temprature of the hot fluid if i know the three remaininig ones (cold fluid IN/OUT temperature, and IN temperature of the hot fluid).
Thanks
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Posted 30 March 2015 - 11:18 AM
Gents,
How can i calculate the outlet temprature of the hot fluid if i know the three remaininig ones (cold fluid IN/OUT temperature, and IN temperature of the hot fluid).
Thanks
Posted 30 March 2015 - 12:39 PM
badj,
You need to know also the exchanger duty and specific heat/mass flowrate of both cold and hot fluids...
Posted 30 March 2015 - 01:23 PM
I have a small program that is not quite ready for publication. It calculates two unknown temperatures when two known temperatures are given. Usually the two inlet temperatures are given. The heat load is part of the calculation.But it is necessary to know the overall heat transfer coefficient.
Posted 30 March 2015 - 01:54 PM
Read the attached document - Chapter 6 in particular.
Posted 31 March 2015 - 03:03 AM
Fallah,The heat duty can be calculated from the cold fluid since i got the mass flow rate and temperatures, now to achieve this and having a hot source with known temperature, what will be the outlet temperature and mass flow rate needed?
Srfish, i'm curious to know how to calculate having only two temperature. since specific heat, thermal conductivity, viscosity are fonction of the average temperature.
Zauberberg very nice document thanks
Posted 31 March 2015 - 07:09 AM
possibly you can solve
dH(cold side) = dH(hot side)
not difficult if you are able to calculate dH, for example, negleting change of phase and assuming constant cp as cp*dT*w
if there is change of phase (vaporization, condensation) add the contribute of latent heat
Posted 31 March 2015 - 09:32 AM
badj
Since it is software on a computing device, trial-and-error solutions can be done nearly instantly. Since it is necessary to know the heat transfer coefficient, you know the UA to start with. This is the main variable that the software test against. At the start the two shell side temperatures are set equal to each other. Then one temperature is changed in small increments and the resulting heat flux is calculated. When this heat flux reaches the maximum (UA), then you have a solution.
Edited by srfish, 31 March 2015 - 09:32 AM.
Posted 01 April 2015 - 03:50 AM
Following high school physics, heat gained = heat lost
So, heat gained by cold medium = heat lost by hot medium (neglecting other small quantities)
Posted 01 April 2015 - 06:09 PM
Hi ,
Consider the excel sheet attached .
Hope this helps
Breizh
Posted 02 April 2015 - 08:55 AM
Thanks to you all, i really appreciate your help
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