so my clubs makes boxes for kids with cancer:: the program is called Beads of Courage:
we make turned boxes and flat wood boxes.
I had an idea for one out of a 12 sided box that would be incase in plexiglass "windows".
How would I figure out the angle of each side to cut, in order to glue together?
thanks in advance.
below is one link of a few boxes we have made.
between both clubs we make over 100 each year
http://www.sazwa.org/BeadsofCourage2014.php
dodecagon--12 sided box
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masonsailor2
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Re: dodecagon--12 sided box
15 degrees. It is the number of sides times two ( 24 in this case) and divides into 360.
Paul
Paul
Re: dodecagon--12 sided box
If I'm seeing it right in my mind, the outside angles need to add up to 360 degrees, so 12 sides divided into 360 equals 30. Each 30 degree angle is made from two matching pieces so each piece would be 15 degrees to add up to 30.
Try it with a few pieces of scrap wood and see if the picture in my mind is right or wrong.
Try it with a few pieces of scrap wood and see if the picture in my mind is right or wrong.
Re: dodecagon--12 sided box
LoL. I just had to cut some dodecagons. Luckily I had one that I copied. But before I did that, I went to the source (Wikipedia). The internal angles are 30. That means that the outside angles are 150.
https://en.wikipedia.org/wiki/Dodecagon ... otated.svg
https://en.wikipedia.org/wiki/Dodecagon ... otated.svg
Gale's Law: The bigger the woodworking project, the less the mistakes show in any photo taken far enough away to show the entire project!
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masonsailor2
- Platinum Member
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- Joined: Wed Feb 05, 2014 11:57 am
- Location: Las Vegas NV
Re: dodecagon--12 sided box
15 degrees is the cut you make on each piece. 
Re: dodecagon--12 sided box
Make the math easy. For any number of sides that will join together to form a circle the formula is; A=(180/N) where A is the angle of the cut required and N is number of sides. So A equals 180 divided by twelve equals 15 degrees. No fuss no muss. The American Association of Woodturners website has tutorials for segmented turning that describes this and other techniques.
Bill V
Bill V
Re: dodecagon--12 sided box
thanks all