Calculating Water Treatment Vessel Size for Condominiums

AI Thread Summary
Calculating the size of a water treatment vessel for condominiums involves understanding the formula that relates water consumption rate to effective filtration area, specifically 50L/min/ft². This value represents linear velocity, derived from the relationship between volume, time, and area. The discussion highlights the need for additional information, such as flow rate and pressure constraints, to accurately determine the vessel's diameter. Understanding the pressure drop across the filter is crucial, as insufficient pressure can necessitate a larger pump or lead to inadequate water pressure for consumers. Clarification on the origin of the 50L/min/ft² figure and its derivation is also sought for a comprehensive understanding.
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Recently, my boss asked me about the calculation or formula to calculate the size of water filter vessel ( bullet shape ) which is suitable for a condominium. I fail to find any formula from the Internet, so can someone help me to find the formula? Much appreciation.

From one of the wastewater vessel supplier, I got a formula which I do not understand. The formula is as below:

Water consumption rate/Effective filtration Area = 50L/min/ft^2 where the diameter is found from Area=(pi)r^2

I notice that the term 50L/m/ft^2 is actually the linear velocity as the term can be expressed as

50 V/t/A where V=Volume , t=Time and A=Area
as V/A = distance and distance/time= velocity, thus i think the term is actually linear velocity but I am not sure whether my assumption is correct. Can someone help me on that? Thank you^^

Another matter, how is this formula derived? and i still can't understand why 50? how is this number found?

What are the other information that are required to calculate the suitable diameter of the vessel? Flow rate? or other?

I hope someone can help me on this^^ Thank you for your kind assistance. Much appreciation to you all :) Thank you once again!
 
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You don't measure pressure, or pressure drop across the filter.

If you force the same flow through a more narrow filter area, the pressure drop must increase. If the pressure drops too much, you need a bigger pump, or consumers may have too little pressure.

So I expect that you are missing something in your analysis. What are the pressure constraints before the filter and after the filter?
 
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