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PRODUCT APPLICATIONS • ENGINEERING DATA - 3
LIQUID FLOW CV EQUATION
Cv = Q G
∆P
This equation applied to all liquids including cryogenic liquids.
LEGEND
Cv - Flow coefficient
Q - Flow in GPM
∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI.
G - Specific Gravity (Taken from Properties of Liquids)
EXAMPLE
GIVEN: Flow - 20 GPM of Water
Inlet pressure - 100 PSIG
Outlet pressure - 95 PSIG
FIND THE Cv REQUIRED.
SOLUTION
Q = 20 GPM
Inlet pressure = 100 PSI
Outlet pressure = 95
∆P = 5 PSI
Media = Water
Specific Gravity of Water = 1.0
Cv = Q G = 20 1.0
∆P 5
Cv = 20 x 1 = 8.9
2.24
NOTE
1 GALLON OF WATER EQUALS 8.336 LBS.
1 LB. OF WATER EQUALS .1198 GALLONS
PRODUCT APPLICATIONS • ENGINEERING DATA - 4
GAS FLOW Cv EQUATION
SUBSONIC FLOW
DEFINITION
Flow is subsonic when the ∆P (differential pressure) is less than 1/2 of the inlet pres-
sure.
Cv = Q G
P2∆P
LEGEND
Cv - Flow coefficient
Q - Flow in SCFM
∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI.
G - Specific gravity of Media (Taken from Properties of Gases)
P1 - Inlet pressure in PSIA (PSIG + 14.7)
P2 - Outlet pressure in PSIA (PSIG + 14.7)
EXAMPLE
GIVEN: Flow - 100 SCFM of N2
Inlet Pressure - 100 PSIG
Outlet Pressure - 75 PSIG
FIND THE Cv REQUIRED.
SOLUTION
Q = 100 SCFM N2
Inlet Pressure = 100 PSIG
P1 = 100 PSIG + 14.7 = 114.7 PSIA
Outlet Pressure = 75 PSIG
P2 = 75 PSIG + 14.7 = 89.7 PSIA
∆P = P1 - P2 = 114.7 PSIA - 89.7 PSIA
∆P = 25 PSI
Media = N2
Specific Gravity of N2 = 0.067
Cv = Q G
P2 ∆P
Cv = 100 0.967
89.7 x 25
Cv = 100 x 0.983 = 98.33 Cv = 2.07
2242 47.4
PRODUCT APPLICATIONS • ENGINEERING DATA - 5
GAS FLOW Cv EQUATION
SONIC FLOW
DEFINITION
Flow is sonic when the ∆P (Differential Pressure) is equal to or greater than 1/2 of the
inlet pressure.
Cv = Q G
P1/ 2
LEGEND
Cv - Flow coefficient.
Q - Flow in SCFM.
∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI.
G - Specific Gravity of Media. (Taken from Properties of Gases)
P1 - Inlet Pressure in PSIA. (PSIG + 14.7)
P2 - Outlet Pressure in PSIA. (PSIG + 14.7)
EXAMPLE
GIVEN: Flow = 100 SCFM of N2
Inlet Pressure = 100 PSIG
Outlet Pressure = 25 PSIG
FIND THE Cv REQUIRED.
SOLUTION
Q = 100 SCFM of N2
Inlet Pressure = 100 PSIG
P1 = 100 PSIG + 14.7 = 114.7 PSIA
Outlet Pressure = 25 PSIG
P2 = 25 PSIG + 14.7 = 39.7 PSIA
∆P = P1 - P2 = 114.7 - 39.7 = 75 PSI
Media - N2
Specific Gravity of N2 = 0.967
Cv = Q _G = 100 0.967 = 100 x 0.9533
P1 / 2 114.7 / 2 57.35
Cv = 1.7

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Equations

  • 1. PRODUCT APPLICATIONS • ENGINEERING DATA - 3 LIQUID FLOW CV EQUATION Cv = Q G ∆P This equation applied to all liquids including cryogenic liquids. LEGEND Cv - Flow coefficient Q - Flow in GPM ∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI. G - Specific Gravity (Taken from Properties of Liquids) EXAMPLE GIVEN: Flow - 20 GPM of Water Inlet pressure - 100 PSIG Outlet pressure - 95 PSIG FIND THE Cv REQUIRED. SOLUTION Q = 20 GPM Inlet pressure = 100 PSI Outlet pressure = 95 ∆P = 5 PSI Media = Water Specific Gravity of Water = 1.0 Cv = Q G = 20 1.0 ∆P 5 Cv = 20 x 1 = 8.9 2.24 NOTE 1 GALLON OF WATER EQUALS 8.336 LBS. 1 LB. OF WATER EQUALS .1198 GALLONS
  • 2. PRODUCT APPLICATIONS • ENGINEERING DATA - 4 GAS FLOW Cv EQUATION SUBSONIC FLOW DEFINITION Flow is subsonic when the ∆P (differential pressure) is less than 1/2 of the inlet pres- sure. Cv = Q G P2∆P LEGEND Cv - Flow coefficient Q - Flow in SCFM ∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI. G - Specific gravity of Media (Taken from Properties of Gases) P1 - Inlet pressure in PSIA (PSIG + 14.7) P2 - Outlet pressure in PSIA (PSIG + 14.7) EXAMPLE GIVEN: Flow - 100 SCFM of N2 Inlet Pressure - 100 PSIG Outlet Pressure - 75 PSIG FIND THE Cv REQUIRED. SOLUTION Q = 100 SCFM N2 Inlet Pressure = 100 PSIG P1 = 100 PSIG + 14.7 = 114.7 PSIA Outlet Pressure = 75 PSIG P2 = 75 PSIG + 14.7 = 89.7 PSIA ∆P = P1 - P2 = 114.7 PSIA - 89.7 PSIA ∆P = 25 PSI Media = N2 Specific Gravity of N2 = 0.067 Cv = Q G P2 ∆P Cv = 100 0.967 89.7 x 25 Cv = 100 x 0.983 = 98.33 Cv = 2.07 2242 47.4
  • 3. PRODUCT APPLICATIONS • ENGINEERING DATA - 5 GAS FLOW Cv EQUATION SONIC FLOW DEFINITION Flow is sonic when the ∆P (Differential Pressure) is equal to or greater than 1/2 of the inlet pressure. Cv = Q G P1/ 2 LEGEND Cv - Flow coefficient. Q - Flow in SCFM. ∆P - Differential Pressure (Difference between inlet and outlet pressure) in PSI. G - Specific Gravity of Media. (Taken from Properties of Gases) P1 - Inlet Pressure in PSIA. (PSIG + 14.7) P2 - Outlet Pressure in PSIA. (PSIG + 14.7) EXAMPLE GIVEN: Flow = 100 SCFM of N2 Inlet Pressure = 100 PSIG Outlet Pressure = 25 PSIG FIND THE Cv REQUIRED. SOLUTION Q = 100 SCFM of N2 Inlet Pressure = 100 PSIG P1 = 100 PSIG + 14.7 = 114.7 PSIA Outlet Pressure = 25 PSIG P2 = 25 PSIG + 14.7 = 39.7 PSIA ∆P = P1 - P2 = 114.7 - 39.7 = 75 PSI Media - N2 Specific Gravity of N2 = 0.967 Cv = Q _G = 100 0.967 = 100 x 0.9533 P1 / 2 114.7 / 2 57.35 Cv = 1.7