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Join Date: Jan 2010
Posts: 5

Fire Hose cabinet

01/17/2010 7:59 AM

please i need help regarding fire hose cabinets. what will be the flow delivered by a 1 1/2" and 2 1/2" hoses.

should we assume the velocity at the hose to be 3 m/s, and thus the flow delivered will be about 65 us gpm for the 1 1/2" hose and 100 us gpm for the 2 1/2".

is there any standard for these hoses flow as per NFPA ?

thank you

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Commentator

Join Date: Jun 2009
Location: Between India & Australia
Posts: 71
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#1

Re: Fire Hose cabinet

01/18/2010 1:23 AM

The typical 2 1/2" hose (63mm) fire hose should be abke to deliver 30 LPS approximately 500 USGPM. That's what NFPA also recommends.

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#2
In reply to #1

Re: Fire Hose cabinet

01/18/2010 6:52 AM

Dear SV13, are you sure the flow will be 30 lps for 2 1/2", becasue the velocity in the hose will be around 10 m/s for such flow.is this velocity acceptable for such application, i think 30 lps is the flow required by the fire hydrant not the hose.

regards,

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Commentator

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Location: Between India & Australia
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#4
In reply to #2

Re: Fire Hose cabinet

01/18/2010 6:30 PM

Sorry! I should have written 10 LPS. In Australia, we normally consider a number of hydrants operating depending on the size and class of building and multiply numbers with 10 LPS to calculate the total hydrant flow. A standpipe normally has 2 x 2 1/2" outlets. In USA, NFPA recommends use of 500 gpm for hydrants which is about three Australian hydrants.

Regarding hydrant v/s hose, a 2 1/2" connection is nrmally a standpipe type fire hydrant and not a hose connection.

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#3
In reply to #1

Re: Fire Hose cabinet

01/18/2010 11:32 AM

I thought 2.5" hose standard flow was 250 US gpm. The number of outlets on pumpers is usually: pump capacity = (number of outlets) x 250.

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#5

Re: Fire Hose cabinet

01/18/2010 8:26 PM

The assumption may or may not correct. The velocity depends on the pressure and the lengthe of hose pipe. The volume then depends on the diameter of the hose. If you want it to be more accurate then you need to do a pressure drop calculation. The simplest is to use Bernaulli's equation that will give you an overestimate value. Add frictional losses if you want it to be more precise.

If you provide upstream pressure, downstream pressure (1 atm ) and length of hose then I may be able to give you some numbers.

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Users who posted comments:

Ali Saleh (1); Lehman57 (1); sabriahmad (1); sv13 (2)

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