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ASSESSING OIL/WATER PIPELINE LIQUID HAMMER PREDICTIONS
For Shorter Pipelines,
PTotal Over pressure  PJoukowsky
For Longer Pipelines (say, 10+ kms),
PTotal Over pressure  PJoukowsky + PLine Packing
What is Line Packing?
In long pipelines, the first water hammer wave fails to
bring the fluid to rest except at the face of the block
valve. The forward fluid velocity continues to raise
fluid pressure above PJouko causing a Line Pack
Points to Know
1. Historically, liquid hammering came under the
purview of Civil Engineers for water networks.
2. Joukowsky’s Equation is limited since it does not
cover, transient cavitation, liquid column
separation, line packing, & piping reflections by
pipe components, variable pipe dimensions &
surge suppression devices.
3. Design Pressure > % Margin x (PJouko + Pline Packing)
4. Higher Frictional P  Higher Line Packing
5. Wave Reflection Time (T) > TBlock Valve closing time
6. Transient Simulations are required to account for
Line Packing Over Pressure (PLine Packing)
Time
PressureRiseatClosedBlockvalve
Joukowsky’s
Over Pressure
Over Pressure
Caused due to
“Line Packing”
a = Wave Celerity;  = Fluid Density; u = Velocity Change
K = Fluid Bulk Modulus [Pa]; E = Young’s Modulus [Pa];
c = Pipe dispensability [-]; ID = Inner Dia [m]; WT = Wall
Thickness [m]

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Assessing Pipeline Liquid Hammer Predictions

  • 1. ASSESSING OIL/WATER PIPELINE LIQUID HAMMER PREDICTIONS For Shorter Pipelines, PTotal Over pressure  PJoukowsky For Longer Pipelines (say, 10+ kms), PTotal Over pressure  PJoukowsky + PLine Packing What is Line Packing? In long pipelines, the first water hammer wave fails to bring the fluid to rest except at the face of the block valve. The forward fluid velocity continues to raise fluid pressure above PJouko causing a Line Pack Points to Know 1. Historically, liquid hammering came under the purview of Civil Engineers for water networks. 2. Joukowsky’s Equation is limited since it does not cover, transient cavitation, liquid column separation, line packing, & piping reflections by pipe components, variable pipe dimensions & surge suppression devices. 3. Design Pressure > % Margin x (PJouko + Pline Packing) 4. Higher Frictional P  Higher Line Packing 5. Wave Reflection Time (T) > TBlock Valve closing time 6. Transient Simulations are required to account for Line Packing Over Pressure (PLine Packing) Time PressureRiseatClosedBlockvalve Joukowsky’s Over Pressure Over Pressure Caused due to “Line Packing” a = Wave Celerity;  = Fluid Density; u = Velocity Change K = Fluid Bulk Modulus [Pa]; E = Young’s Modulus [Pa]; c = Pipe dispensability [-]; ID = Inner Dia [m]; WT = Wall Thickness [m]