Thom,

I'm not so sure I agree. if you plot out the degrees between where 3
1/2//12 and 0//12 on a quarter circle you get a pretty shallow arc.
The 3 1/2//12 to 2 1/2//12 portion is a lot like attaching a collar
tie to a 45 degree rafter a foot or so above the plate, rocking it all
and then arguing for a 30% increase based on the foot or so section
around the edge that's at 6//12. Since code does not address a
solution to either situation the simple, conservative approach would
be yours but I think an average slope along the entire arc should be
the criterion. I didn't calculate this but I'd bet it's less than
2//12.

On Tue, Jun 3, 2008 at 1:34 PM, Thom McMahon <[EMAIL PROTECTED]> wrote:
> If you exceed the 2/12 (Flat) ceiling anywhere, increase by 30%
>
> Thom McMahon, SET
> Firetech, Inc.
> 2560 Copper Ridge Dr
> P.O. Box 882136
> Steamboat Springs, CO 80488
> Tel:  970-879-7952
> Fax: 970-879-7926
>
>
>
> -----Original Message-----
> From: [EMAIL PROTECTED]
> [mailto:[EMAIL PROTECTED] On Behalf Of Russell
> Sent: Tuesday, June 03, 2008 10:24 AM
> To: AFSA
> Subject: Barrel Ceiling
>
> I'm looking at a project which has a room about 40 feet wide and has a
> ceiling which is barrel shaped. It is not a deep barrel but rather a large
> radius, it starts out at the wall with about a 3/12 pitch and as it nears
> the apex it, of course, levels out. In trying to apply the rule for design
> area increase due to sloping ceilings this situation seems not to fit the
> written text very clearly. Can anyone offer an opinion or point me towards a
> standard/code I can apply?
>
>
>
> Thanks,
>
> Russell
>
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-- 
Ron Greenman
at home....
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