Thanks.  Somebody up for checking my math?

http://www.csgnetwork.com/righttricalc.html
Says that with the roof being 8' long, and 4' from outside to center, the
roof angle is 60 degrees from horizontal = 30 degrees from vertical.

http://www.sbebuilders.com/hoppers/ says "hopper slope angle is measured
from a horizontal plane"
http://www.sbebuilders.com/cgi-bin/geometry/hopper_table.cgi?Spring_Angle=60
Asks for a hopper slope angle or roof angle, so going from horizontal
plane, its 60 degrees.

With a wall angle of 90 degrees, this table says:
Miter angle: 26.56505
Bevel angle: 37.76124

So I set my jigsaw to 26.6 degrees?  Or 37.8?


I don't think any of this gives me the angle for mitering between the
wall and the roof?  But that one's easier.  Roof is 60 degrees from
vertical + 90 degrees from wall = 150 degrees, split that between the
two sides = 75 degrees from parallel to the surface of the board each =
15 degrees from perpendicular to board for my bevel angle?

What are my chances of getting this right?


Rendering of this thing, with a queen size mattress and a foot locker:
http://www.chaosreigns.com/burningman/h8yurt1.jpg.html
(Done with blender.)

Just got confirmation that I have space on a truck (from Boston) today.
Woo, panic :)


Incidentally: Roof = 6.9' tall, walls = 4' tall, for a total of 10.9' tall.
So I should anchor it well.

On 06/07, Ray Kornele wrote:
>    http://www.sbebuilders.com/hoppers/
>    Complete table of cuts for what you want.
>    KrazyKyngeKorny (Krazy, not stupid)
> 
>    On Tue, Jun 3, 2014 at 1:54 PM, <[email protected]> wrote:
> 
>      I'd like to build a square yurt with mitered edges. �How do I calculate
>      the angles? �The sides are easy enough, 45 degrees.
> 
>      Angles between roof panels? �Angles between the roof and the sides?
> 
>      One of the things I like about the H8 shape is, if I pack the parts 
> between
>      a pair of plywood sheets, they'll make a perfectly fitting floor. �Would 
> I
>      even need a tarp under it, or will taping to the plywood be adequate?
> 
>      To be precise, I want to build a yurt with the exact same pieces as an
>      8' H12 hexayurt, but with 4 sides instead of 6. �Each side being one
>      4'x8' panel, each side of the roof being made from one 4'x8' panel cut
>      diagonally and then taped together to form a triangle. �I think the
>      sides of that triangle would come out to:
>      8' (bottom)
>      8.94427190999915878563' (top edge)
>      8.94427190999915878563' (other top edge)

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