You are correct. A tank head would require greater reinforcement if an
opening were made in it and capped with a small dome. The dome in this
example adds nothing to the strength of the hull.
Early Perry submarine sealing surfaces were amazingly light partly due to
the geometry of the dome- the dome essentially acted as part of the hull. A
full hemisphere doesn't do that unless it is joined to another hemisphere.
Imagine joining two full hemispheres together- you would then have a sphere
and all forces would be balanced. Now imaging joining two 120 degree domes-
without a strong ring to withstand powerful radial loads, the two domes
would collapse. In the case of the Early Perry submarine, the shallow dome
and the hull work in concert, and the reinforcement can be smaller.
Later Perry designs used a two part ring and don't really apply to this
example.
Greg Cottrell
Project Manager
greg@precisionplastics.com
http://www.precisionplastics.com
P please consider the environment before printing this email
-----Original Message-----
From: owner-personal_submersibles@psubs.org
[mailto:owner-personal_submersibles@psubs.org] On Behalf Of Jon Wallace
Sent: Wednesday, June 15, 2011 9:54 AM
To: personal_submersibles@psubs.org
Subject: Re: [PSUBS-MAILIST] Hemisphere Seat Formula
Greg,
I note that the K250 dome only has a 1/2inch seat welded to the conning
tower. I assume this is because the bulk of the force is transferred to
the conning tower cylinder based on the manner of the configuration.
Mounting a similar dome in a tank head would require a different and
bulkier mount, if not only due to reinforcement requirements.
Jon
On 6/15/2011 9:30 AM, Greg Cottrell wrote:
> Jon,
>
> The dome shape that exerts the highest radial loading should fall
somewhere
> around the midpoint between a flat disc and a full hemisphere. I imagine
> that the 90 degree segment exerts the peak load but I don't know how to
> demonstrate that mathematically.
>
>
>
> Greg Cottrell
> Project Manager
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