Per Roland’s comment, I always tried to get new people to use ‘background’ or 
‘normal consumption’ flow. 

And to kill mythology that around 0700 or 1800-2000 being highest normal flows. 
Highest background flow, by far, was 0100-0300, May-September. Commercial 
landscape irrigation is biggest flows, at least in Puget Sound.

Best.

Bruce Verhei 

> On Jan 2, 2019, at 16:30, Roland Huggins <[email protected]> wrote:
> 
> Occasionally one does get a much higher residual pressure in the flatlands 
> but that's due to additional pumps coming on line as flagged by Cecil.
> 
> The methodology identified by NFPA is for a very simple system and has not 
> yet evolved to address the part of the world where simple does not apply.
> 
> I believe the discharge Pv (as read by your pitot gauge) is the same as the 
> Pn as read at the other outlet minus losses imposed by squirting water 
> through an orifice.
> 
> The Pn is acting on the walls of the pipe (as well as the orifice of the 
> sprinkler or hydrant) which is perpendicular to the flow of the water (so 
> that doesn’t belong in your definition of Pv).  Think of Pv as the energy 
> tied up by the actual movement of the water.  The energy tied in by the 
> direction of flow can not push water out through an orifice attached to the 
> wall of the pipe.
> 
> One last thought, except for tanks feeding ONLY your system, static does not 
> mean ZERO flow.  Your static reading is actual a residual reading that 
> reflects the OTHER demands on the system.  Your residential reading is just 
> the additional demand YOU put on the system.
> 
> Roland
> 
> 
> Roland Huggins, PE - Senior VP Engineering
> American Fire Sprinkler Assn.    
> Dallas, TX
> http://www.firesprinkler.org
> 
> Fire Sprinklers Saves Lives
> 
> 
> 
> 
>> On Jan 2, 2019, at 11:19 AM, Skyler Bilbo <[email protected]> wrote:
>> 
>> Steve,
>> 
>> This was actually very helpful.  I was thinking of it wrong.  Our pitots 
>> measure velocity pressure.  The gauge on the test hydrant is measuring 
>> normal pressure inside of the pipe, or hydrant.  I think I have it sorted, 
>> but feel free to correct me.  A better explanation is below.
>> 
>> -The normal pressure is the pressure acting on the walls of the pipe, and is 
>> what is typically measured with our regular gauges.
>> -The velocity pressure is the pressure acting on anything that is 
>> perpendicular to the direction of flow, like one of our pitot gauges (it 
>> would be the pressure you would feel pushing you if you tried to stand in 
>> front of a flowing hydrant)
>> -The total pressure is both of these things combined.
>> 
>> Velocity pressure goes up as you increase the velocity of the water, which 
>> can be accomplished by going from a large pipe to a small one (like going 
>> from an 8" water main to a 2-1/2" connection on a fire hydrant; 1,000 GPM in 
>> an 8" main travels at about  5.96 ft/sec, which equals a velocity pressure 
>> of 0.24 psi; 1000 GPM comes out of a 2-1/2" hydrant at about 65 ft/sec 
>> *that's why it shoots out so far* with a velocity pressure of about 28.8 
>> psi, which is a pitot pressure of about 35.5 psi, if the opening coefficient 
>> is 0.9).  This velocity pressure is dependent on the velocity of the water.
>> 
>> I was wrong in my original thinking.  Hopefully my explanation is useful to 
>> others.
>> 
>> I don't think the pitot reading should/could ever be larger than the static 
>> pressure, however (assuming elevation is the same, no additional water 
>> supplies kick on, and no negative gauge pressure possible), due to 
>> conservation of energy.  The static pressure is the total pressure when no 
>> water is flowing, and no matter how much water is flowing after that, no 
>> combination of velocity pressure or normal pressure could ever exceed this 
>> total pressure.
>> 
>> 
>> Thanks guys,
>> Skyler Bilbo
>> 
>> 
>>> On Wed, Jan 2, 2019 at 11:33 AM Steve Leyton <[email protected]> 
>>> wrote:
>>> Pitot measures velocity pressure, residual is atmospheric pressure.   
>>> There’s not a fixed correlation between the two values – I’m guessing that 
>>> the main supplying the test hydrants is a very large diameter one?
>>> 
>>>  
>>> 
>>> Steve Leyton
>>> 
>>>  
>>> 
>>>  
>>> 
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