It appears my question was poorly worded so it put y'all in a difficult
position to answer.   Travis and David supplied the answer I needed.  Thank
you all for your help.  This has been informative.

On Wednesday, May 18, 2016, Brad Casterline <[email protected]> wrote:

> This is Brad not Zach David.
> While we are waiting I just wanted to say I have been asking for 4 or 5
> years here if someone will dig up an old certified pump curve and post the
> nameplate psi and rpm. I am 99.44% (like Ivory soap) sure
> I can tell you what the nameplate impeller diameter says.
> Are you game?
>
> Brad
> On May 18, 2016 5:26 PM, "David Bitton" <[email protected]>
> wrote:
>
>> Hello Zach,
>>
>>
>>
>> In reviewing the various responses to this thread, I noticed that no one
>> actually answered your original question.  Here's my attempt:
>>
>>
>>
>> The upper limit for the pump pressure rating can be estimated as follows:
>>
>>
>>
>> Nominal pressure = (175 psi - Y)/1.2
>>
>> Y = Maximum suction pressure (static pressure if the pump is fed by
>> municipal mains)
>>
>>
>>
>> This formula is based on the following assumptions:
>>
>> 1.       The maximum pressure rating for the piping and system
>> accessories is 175 psi.
>>
>> 2.       The pump shut-off pressure is 120% of the pressure at the rated
>> flow (this can range from 100% to 140%, depending on the pump model).
>>
>>
>>
>> In addition, if the proposed pump will be driven by a diesel engine, the
>> nominal pressure derived from the above expression may be divided by 1.21.
>> The result would be the maximum pump pressure rating that would not require
>> the installation of a relief valve.
>>
>>
>>
>> *David Bitton, ing.*
>>
>> *Les services de prévention des sinistres Quest inc.*
>>
>> *Quest Loss Control Services Inc.*
>>
>> 5100, rue de la Savane, bureau 200
>>
>> Montréal, QC H4P 1T8
>>
>> (514) 341-4545
>>
>> *www.questlosscontrol.com <http://www.questlosscontrol.com>*
>>
>>
>>
>>
>>
>> *From:* Sprinklerforum [mailto:
>> [email protected]] *On Behalf Of *
>> [email protected]
>> *Sent:* Wednesday, May 18, 2016 5:15 PM
>> *To:* [email protected]
>> *Subject:* RE: Equation for sizing fire pump
>>
>>
>>
>> In some jurisdictions you have to install an automatic suction control
>> valve to assure that you do not pull the municipal system lower than their
>> prescribed pressure.
>>
>>
>>
>> Typically the 20 psi flow point is provided on hydrant flow tests most of
>> the time by extrapolation.  If you have that data then determining if the
>> pump will draw more than allowed is much simpler.
>>
>>
>>
>>
>> *Craig L. Prahl*
>> Fire Protection Group Lead/SME
>> *CH2M*
>> 200 Verdae Blvd.
>> Greenville, SC  29607
>> Direct - 864.920.7540
>>
>> Fax - 864.920.7129
>>
>> CH2MHILL Extension  77540
>> [email protected]
>>
>>
>>
>> *From:* Sprinklerforum [mailto:
>> [email protected]] *On Behalf Of *Zachary
>> Siegrist
>> *Sent:* Wednesday, May 18, 2016 5:07 PM
>> *To:* [email protected]
>> *Subject:* Re: Equation for sizing fire pump
>>
>>
>>
>> Yes, I was confusing sizing the pump with determining the max capacity
>> for the pump.  Trying to avoid dropping below 20 psi which has been a
>> problem in my jurisdiction. Thank you Brad for your substantive reply.
>> On Wednesday, May 18, 2016, Brad Casterline <[email protected]>
>> wrote:
>>
>> Please brush up on NFPA 20.
>>
>> bc
>>
>> On May 18, 2016 2:48 PM, "Travis Mack, SET" <[email protected]> wrote:
>>
>> I think he is trying to get at the max capacity of a pump so that the
>> municipal water supply doesn't go below 20 psi.  So, if his factor comes to
>> a max of 1200 and the system requires a 1500 gpm pump, then a tank is going
>> to be required.  That is my assumption at least.
>>
>> Travis Mack, SET
>>
>> MFP Design, LLC
>>
>> 2508 E Lodgepole Drive
>>
>> Gilbert, AZ 85298
>>
>> 480-505-9271
>>
>> fax: 866-430-6107
>>
>> email:[email protected]
>>
>>
>>
>> http://www.mfpdesign.com
>>
>> https://www.facebook.com/pages/MFP-Design-LLC/92218417692
>>
>> Send large files to us via: https://www.hightail.com/u/MFPDesign
>>
>> LinkedIn: https://www.linkedin.com/in/travismack
>>
>> On 5/18/2016 12:46 PM, [email protected] wrote:
>>
>> Still not sure what that is supposed  to represent or what you’re trying
>> to calculate.
>>
>>
>>
>>
>> *Craig L. Prahl*
>> Fire Protection Group Lead/SME
>> *CH2M*
>> 200 Verdae Blvd.
>> Greenville, SC  29607
>> Direct - 864.920.7540
>>
>> Fax - 864.920.7129
>>
>> CH2MHILL Extension  77540
>> [email protected]
>>
>>
>>
>> *From:* Sprinklerforum [
>> mailto:[email protected]] *On Behalf Of *Zachary
>> Siegrist
>> *Sent:* Wednesday, May 18, 2016 3:42 PM
>> *To:* [email protected]
>> *Subject:* Re: Equation for sizing fire pump
>>
>>
>>
>> Sorry, I am looking at the wrong equation.  That equation just ensures I
>> have 20 psi available at 159 percent.
>>
>> On Wednesday, May 18, 2016, <[email protected]> wrote:
>>
>> What are you supplying with your pump?
>>
>>
>>
>> I’m not seeing any correlation between a flow at 20 psi and sizing a
>> pump.  What flow are you talking about, a municipal flow rate or what?
>>
>>
>>
>> If for sprinkler systems, you size the pump based on the characteristics
>> of the water supply and the system demands.
>>
>>
>>
>> There are ways to get an estimate on pump size but the final selection
>> better be verified through hydraulic calculations.
>>
>>
>>
>>
>> *Craig L. Prahl*
>> Fire Protection Group Lead/SME
>> *CH2M*
>> 200 Verdae Blvd.
>> Greenville, SC  29607
>> Direct - 864.920.7540
>>
>> Fax - 864.920.7129
>>
>> CH2MHILL Extension  77540
>> [email protected]
>>
>>
>>
>> *From:* Sprinklerforum [
>> mailto:[email protected]] *On Behalf Of *Zachary
>> Siegrist
>> *Sent:* Wednesday, May 18, 2016 3:23 PM
>> *To:* [email protected]
>> *Subject:* Equation for sizing fire pump
>>
>>
>>
>> Is there an equation to specify an appropriate pressure when sizing a
>> fire pump? For example, when sizing gpm, I've always taken the GPM
>> available at 20 psi divided by 1.5 to give me the maximum GPM rating of the
>> pump.  I'm inquiring to see if such a formula is available to size the
>> pressure correctly. Can anyone help?
>>
>>
>>
>> Zach Siegrist
>>
>>
>>
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