Cardboard model in any case?
I think pentayurts have steeper ceilings. Maybe two or more plus tunnels?
My experience of snow, in the Canaries, is limited. Maybe a pinch of salt
helps?
There's an accelerated video in Vinay's blog but I can't access it from
here. It's an h12 reinforced.
Best wishes,
Lucas
El 04/01/2012 05:29, "kenwinston caine" <[email protected]>
escribió:

> I'm wanting to toss up a quick experimental building to test its
> ability to withstand winter snowload and winter-spring winds.
>
> This is BASED ON the Hexayurt but is not a hex, rather an octo. And
> that's where I need help.
>
> I will be using 4'x8'x2" foam panels. Walls will be eight feet tall
> and eight feet wide. Eight of them connected in an octagon.
>
> Roof panels will be cut diagonally from 8  foam panels of 4'x12'x2".
> (Specially fabricated.)  (Or, alternately  of 4'x16'x2" panels. See
> final question below.)
>
> My questions:
>
> 1. What angles will I need to cut at the corners of each wall so they
> butt together perfectly?
> 2. What angles will I need to cut along the lengths of the roof
> diagonals so they fit together properly?
> 3. What angle will I need to cut along the width of the roof panels
> where they butt together with the tops of the walls so they fit flush?
>
> Since this is a tension structure, I need to get those angles right.
> Can someone who really understands this math tell me what those angles
> should be?
>
> Final question:  Will 12-foot-long roof panels give me a greater than
> 30-degree angle roof pitch when I have a 64-feet-diameter structure?
> If not, what would  the pitch be if I use16-foot-long panels? And, if
> I do that, what angles would I need to cut on their outside edges so
> they all fit flush together properly and fit flush against the tops of
> the walls?
>
> Very grateful for the help.
>
> Hoping to put this up within two weeks if we continue to have 50-
> degree days. Need the math calculations ASAP so can pick up the right
> quantity of materials and begin cutting.
>
> Best,
> kwc
>
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