Thanks Matt and Ron. I appreciate ALL feedback.
I like posting numbers because there is no opinion, personal feelings,
hearsay, etc. I know a ton about D-W and H-W, and I do not need to repeat
the Velocity of Efflux experiments of the early 1600's to know I am correct
about K-Factors. Would it be too much to ask of you to simply work a few of
the numbers that back up the concepts I post, BEFORE I get your Criticisms
and Opinions? Either that or YOU show ME how it is done- adjusting K-Factors
I mean, from NFPA 13 referenced earlier?
 

-----Original Message-----
From: Ron Greenman [mailto:[email protected]] 
Sent: Tuesday, June 11, 2013 2:03 PM
To: [email protected]
Subject: Re: adjusting the K-Factor with our bare hands

can I say strongly enough how much I agree with what Matt said? can I say
it again? And third time being the charm, I agree with what Matt said--a
lot--and with George's earlier comments.


On Tue, Jun 11, 2013 at 11:40 AM, Matt Grise <[email protected]> wrote:

> I would strongly caution against using this method for estimate
> calculations. (Without doing extensive testing to verify that it is
> accurate)
>
> The D-W and H-W calculation methods are simply approximations of how
> fluids interact with themselves and the pipe they are in. The H-W equation
> and the K-factor concept are two VERY specialized cases that are intended
> only to describe warm water in pipes coming out of a smooth hole.
>
> The k-factor only relates the ease with which water can escape a
> sprinkler. If you plug in a modified k-factor, you are still using H-W to
> describe how the fluid is moving through the pipes. The reason that you
> have to switch to the D-W equation is because H-W will give you the wrong
> answer. If you use a modified K factor with H-W (instead of D-W) the most
> likely outcome is a wrong answer - although maybe not the same wrong
answer
> as before.
>
> Matt Grisé PE*, LEED AP, NICET II
> Sales Engineer
> Alliance Fire Protection
> 130 w 9th Ave.
> North Kansas City, MO 64116
>
> *Licensed in KS & MO
>
> 913.888.0647 ph
> 913.888.0618 f
> 913.927.0222 cell
> www. AFPsprink.com
>
>
>
> On Jun 11, 2013, at 7:52 AM, "Brad Casterline" <[email protected]>
> wrote:
>
> > From NFPA 13-2007, 22.4.4.5.1, we are required to, among other things,
> > adjust the K-Factor.
> >
> > Using  the Hazen-Williams friction formula, 62.4 lb/ft3 / 144 in2 = .433
> > lb/in2/ft(h).
> >
> > If we have an AF solution at 65.5 lb/ft3, / 144 = .455 lb/in2/ft(h).
> >
> > If K=5.6, and we assume P=7 PSI.:
> >
> > 7/.433=16.166 ft(h). 7/.455=15.385 ft(h).*
> >
> > 15.385/16.166=.952. sqrt(.952)=.976, x 5.6 = 5.46.
> >
> > There is a chart in 13 showing a 50% glycerin solution at about -10F
> > weighing about 15% more than 100% water: 62.4 x 1.15 = 71.76.
> > 71.76/144=.498. 7/.498=14.056 ft(h). 14.056/16.166=.869.
> sqrt(.869)=.932, x
> > 5.6 = 5.22.
> >
> > If I had to fab the pipe today and formalize the submittal tomorrow
> (after
> > googling centipoises for several hours) I would calc it like it was 'all
> > wet', using K=5.22.
> >
> > * converting PSI to feet of head(h) it is seen that the denser the
> solution,
> > the 'shorter' it is. Since v=sqrt(2gh), the shorter it is the slower it
> is.
> > Making the adjustment based on "h", we have to take the square root of
> the
> > ratio, i.e., (K=Q/sqrtP). If adjusted based on velocity we would use the
> > ratio itself (square feet=cubic feet per second divided by feet per
> second):
> > sqrt(2*32.2*16.166)=32.266 ft/sec.
> >
> > sqrt(2*32.2*15.385)=31.477 ft/sec.
> >
> > 31.477/32.266=.976.
> >
> >
> >
> > The above is simply the type of thing I enjoy doing and like to share,
> > hoping it will cause no harm, to be taken or left as one sees fit.
> >
> >
> >
> > thanks,
> >
> >
> >
> > Brad Casterline, NICET IV
> >
> > Fire Protection Division
> >
> >
> >
> > FSC, Inc.
> >
> > P: 913-722-3473
> >
> > [email protected]
> >
> > www.fsc-inc.com
> >
> >
> >
> > Engineering Solutions for the Built Environment
> >
> >
> >
> > _______________________________________________
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> > [email protected]
> >
>
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-- 
Ron Greenman
(???????? ???? ????? 6 ??????)
Instructor
Fire Protection Engineering Technology
Bates Technical College
1101 So. Yakima Ave.
Tacoma, WA 98405

[email protected]

http://www.bates.ctc.edu/fireprotection/

253.680.7346
253.576.9700 (cell)

Member:
ASEE, SFPE, ASCET, NFPA, AFSA, NFSA, AFAA, NIBS, WSAFM, WFC, WFSC

They are happy men whose natures sort with their vocations. -Francis Bacon,
essayist, philosopher, and statesman (1561-1626)
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