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Self Supported Roof Slope?

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JAG11512

Mechanical
Jan 21, 2012
7
How do I determine the slope of a self supported cone roof? Will it always be 2" in 12" or can it be different?
 
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It can be different and almost always is. Shallower slopes have thicker plates. You have to use good engineering judgement.
 
Do you know of any books that go in depth on Storage tank roof designs?

Thanks.
 
API-650 includes a section for calculating thickness of self-supporting roofs; you work through it backwards to find the minimum slope.

Note that API-12D, 12F, and UL-142 all have different slope requirements from API-650.
 
I am agree with IFRs and JStepehen. Paragraph 5.10.5.1 says:

"Self-supporting cone roofs shall conform to the following requirements:

theta <= 37 degrees (slope = 9:12)
theta >= 9.5 degrees (slope = 2:12)"

Regards.
 
Would this be the same for a tank thats 19ft dia. and 32ft high? If 2:12 is acceptable for this tank than thats what i would like to use.
 
Depends on the thickness but I think you can stay under 1/2" (API max). Run the calcs and see!
 
2:12 at 19-ft should be in the neighborhood of 3/16 to 1/4" roof thickness.
 
Depends on the loads but in general I'd agree that 3/16 to 1/4 would ordinarily do it for you.
 
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