Blowdown Rate from Cycles

Also known as bleed rate

B=ECOC1B = \frac{E}{\text{COC} - 1}

Enter your known values, leave one input blank, and solves for the missing one. Try different units for next level excitement!

Learning zone

Every mineral entering with the makeup leaves either in the blowdown or as scale on a tube. Write the salt balance — makeup in equals blowdown out, at COC times the concentration — and with makeup being evaporation plus blowdown the algebra collapses to B = E/(COC − 1). A tower evaporating 20 gpm and asked to hold 5 cycles must bleed 20/4 = 5 gpm; ask it to hold 10 cycles and the bleed drops to 2.2 gpm.

The shape of that curve is the whole economic argument for a chemical program. Going from 2 to 4 cycles cuts blowdown by two thirds; going from 8 to 10 barely moves it. Beyond about six cycles you are paying scale-inhibitor money for very little additional water saving, which is why most well-run comfort-cooling towers settle in the 4–7 range. And note what COC = 1 means physically: makeup with no concentration at all, which would require infinite bleed — the solver refuses it rather than dividing by zero.

Blowdown Rate from Cycles
B=ECOC1B = \frac{E}{\text{COC} - 1}
Where
  • BB= Blowdown rate
  • EE= Evaporation rate
  • COC\text{COC}= Cycles of concentration