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Control Valve Cv Equation Unit Is Mismatched?
Started by Root, Jul 04 2011 03:33 AM
3 replies to this topic
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#1
Posted 04 July 2011 - 03:33 AM
Hi,
Sizing the control we need to calculate the CV of a control valve but in Equation, units are not matching.
Eg; Cv= Flow/ opening of valve*Sqrt of Delta Pv
where;
Flow is in GPM and Delta PV is in psi or bar or kpa.
Could any one explain about the contradiction of units in this equation.
Thanks
Toor
Sizing the control we need to calculate the CV of a control valve but in Equation, units are not matching.
Eg; Cv= Flow/ opening of valve*Sqrt of Delta Pv
where;
Flow is in GPM and Delta PV is in psi or bar or kpa.
Could any one explain about the contradiction of units in this equation.
Thanks
Toor
#2
Posted 04 July 2011 - 04:09 AM
Hi,
Sizing the control we need to calculate the CV of a control valve but in Equation, units are not matching.
Eg; Cv= Flow/ opening of valve*Sqrt of Delta Pv
where;
Flow is in GPM and Delta PV is in psi or bar or kpa.
Could any one explain about the contradiction of units in this equation.
Thanks
Toor
Toor,
When you consider Cv definition (Number of US gallon per minute of 60 F water that will flow through a valve with a one pound per square inch pressure drop) you will find no contradiction.Of course,no need to remind that because the pressure drop is proportional to square of the flow value,in the relevant formula SQRT of pressure drop has been demonstrated in proportion to flow value.
Fallah
#3
Posted 04 July 2011 - 05:42 AM
You need to check the definition of the Cv that comes with your valve because there are three different definitions. In the USA the units are SG, USGPM and psi while in Britain they also use the Cv notation, but it is based on Imperial gallons per minute. In continental Europe they often speak of Kv which is based on SG, m3/hour and bar. Sometimes for the pressure the Europeans use kgf/cm2, which is almost the same as a bar but not quite exactly. The best is always to check with the documentation from your supplier.
#4
Posted 04 July 2011 - 06:44 AM
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