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Can You Trust the Joukowsky
Equation for Waterhammer?

 

Are you using the Joukowsky equation to predict maximum surge pressures?
Is it your go-to method when analyzing periods of extreme pressure changes?

If so, you are not accounting for real effects, like a wave spreading through
the system or vapor-forming low pressures. The Joukowsky equation is
often applied without understanding its limiting assumptions,
potentially misleading engineers.


In real applications, a robust method that accounts for the complexities
of pressure wave propagation is needed to solve waterhammer problems.
Read on to see what can happen when the Joukowsky equation fails
to give conservative results.

READ THE ARTICLE

 

 

 

Don’t get misled. Discern when
the Joukowsky equation alone
isn’t conservative for predicting pressure changes.

How do you determine which specific
cases are going to give you the worst response you need to design for?
Purple Mountain Technology Group 
outlines how you might discover
your worst-case surge scenarios.

WATCH NOW
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When the Joukowsky equation
does not predict maximum waterhammer pressures

Using the Joukowsky equation to estimate pressure surges may provide incorrect, non-conservative pressure calculations. Various issues are discussed
in this paper that result in the calculation of pressures greater than those predicted by the Joukowsky equation. Practicing engineers should apply caution 
when using the Joukowsky equation
as a first approximation of fluid
transient pressures.

READ NOW
 
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