- #1
- 34
- 0
My notes, using an example of a cold tube-side liquid cooling down a hot shell-side liquid stated that:
ΔTb = TbS-TbT
Mean tube-side wall temperature:
TwT=TbT+(tube-side film resistance)/(total resistance) * ΔTb
Mean shell-side wall temperature:
TwS=TbS-(shell-side film resistance)/(total resistance) * ΔTb
S stands for shell and T stands for tube. How would the equations change if the hot fluid is in the tube and the cold fluid is in the shell?
ΔTb = TbS-TbT
Mean tube-side wall temperature:
TwT=TbT+(tube-side film resistance)/(total resistance) * ΔTb
Mean shell-side wall temperature:
TwS=TbS-(shell-side film resistance)/(total resistance) * ΔTb
S stands for shell and T stands for tube. How would the equations change if the hot fluid is in the tube and the cold fluid is in the shell?