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Water Hammer

This document provides information about calculating water hammer pressure in pipes. It describes water hammer as an abrupt change in flow velocity that generates a pressure wave. The tool uses the Joukowsky equation to estimate the peak pressure when a valve closes against flowing liquid. Input data about the pipe dimensions, flow rate, and fluid properties are used to calculate the surge pressure without a full surge analysis. The results show the calculated surge pressure of 4170.8 kPa for the given pipe system.

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Rocky Sasele
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0% found this document useful (0 votes)
31 views1 page

Water Hammer

This document provides information about calculating water hammer pressure in pipes. It describes water hammer as an abrupt change in flow velocity that generates a pressure wave. The tool uses the Joukowsky equation to estimate the peak pressure when a valve closes against flowing liquid. Input data about the pipe dimensions, flow rate, and fluid properties are used to calculate the surge pressure without a full surge analysis. The results show the calculated surge pressure of 4170.8 kPa for the given pipe system.

Uploaded by

Rocky Sasele
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Pipeline Engineering

Water Hammer Calculation ver 0.0


https://pipeeng.com/water_hammer.html

Project ABC Project Developer PipeEng


Date 30/05/2023, 4:24:51 pm Approver
Revision 0 Reviewer

An abrupt change in the velocity of a flowing liquid in a pipe generates a pressure wave, which is commonly
referred as "Water Hammer".This tool was developed using the Joukowsky equation to provide you with a
simplified method for calculating the peak transient pressure experienced when a valve is closed against a fluid
in motion. Absent a formal surge analysis, this tool can be used to obtain an estimate of the magnitude of a
surge pressure.

Input Data
Pipe Diameter, D mm 114.300
Pipe Wall Thickness, t mm 6.020
Flowrate, Q m³/s 0.03
Weight of Fluid, W kg/m³ 999.6
Liquid Bulk Modulus of Elasticity, k MPa 2068
Pipe Young's Modulus of Elasticity, E MPa 199948
Pipe Poisson Ratio, μ 0.30
Dimensionless Parameter due to System Pipe-Constraint Condition, c 0.91

Result
Pipe Inner Diameter, d mm 102.26
Fluid Velocity, V m/s 3.13
Wave Velocity, a m/s 1335.5
Surge Pressure, ΔP kPa 4170.8

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