Such a clean process video. I don't know how you don't have more subscribers and viewers. To answer one of your questions in the video, a circle is 360 degrees. 360 / 8 segments = 45 degrees. You have the angle on each end of the board, so divide by 2 to get your 22.5 degrees. The next question is, how would calculate the required board dimensions? Oh, it's too early in the morning for that. 🤷♂️ But I'm not sure I could say later in the day either. 🧐 You also mentioned segmented turners. Many of them use software which calculates segment angles, length, width, and offers a visual.
the comment below for figuring the cut angle is correct so I won't add to that. For figuring the length of the segment: simply multiply the diameter by pi (i use 3.1416) and then divide the result by the number of segments for your length - ez-pz. SketchUp looks like a huge waste of time (i know nothing about SU). This formula takes less than a minute.
thanks Bruce! it was nice to see them get finished. i wanted to do the entire build on the video but since it was a client job i started running out of time haha 🤦🏻♂️
Is that a silicon wedding band you're sporting there, Seth? Wise move working with marchinery! Even more impressive is your video editing and craftsmanship! Pretty fun watching these :)
Michael Tejada haha, yeah but i ended up reverting back to my original wedding ring. the silicone one kept getting caught on my pocket and just wasn't all that comfortable. I've got a few new videos i'm working on at the moment...some run-n-gun vlog style ones and some more "produced" style ones. stay tuned! 👊🏻
that would be a good one too! i actually recieved an inquiry recently for an oval coffee table, similar kind of build as this one but with a glass top. Sooooo, if they move forward with it, I may do a video on the build and get ovaliscious on it 🤣. Thank you for watching...or should i say SUPER THANKS!! 🙌🏻🙌🏻 much appreciated!
Quick math to find angle - (Number of sides -2) x 180 = total number of degrees. For your project (8-2) x 180 = 1080 degrees Total Degrees/ number of angles = each angel. For you project 1080/8 = 135 degrees 180 - each angle. For your project 180-135 = 45 degrees 45 / 2 = 22.5 degrees for miter. ( divide by 2 since you are cutting the angle in half. As long a you know the number of sides you can figure the miter.
@@stuffsethmakes the length only, to figure the angle, 360 / number of segments / by 2 Example: 360 / 12 segments = 30 which is the angle now divide by 2 and each piece is cut to 15* to make up 30* x 12 pieces = 360
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Such a clean process video. I don't know how you don't have more subscribers and viewers.
To answer one of your questions in the video, a circle is 360 degrees. 360 / 8 segments = 45 degrees. You have the angle on each end of the board, so divide by 2 to get your 22.5 degrees.
The next question is, how would calculate the required board dimensions? Oh, it's too early in the morning for that. 🤷♂️ But I'm not sure I could say later in the day either. 🧐
You also mentioned segmented turners. Many of them use software which calculates segment angles, length, width, and offers a visual.
visuals are EVERYTHING! especially for learning. Great execution! 👍🏻
Great video! Thanks for keeping it simple! Using Sketchup to determine shapes and sizes needed! Awesome looking tables too!
Thou i will get the circle height about 1 inch .why dont i go for strip steam bending ?? Please comment
Awesome video
Amazing idea, and definitely, using SketchUp is a fast way to do the segments, I'll be using that tip, thanks!
always learning! glad you found it to be helpful!
the comment below for figuring the cut angle is correct so I won't add to that. For figuring the length of the segment: simply multiply the diameter by pi (i use 3.1416) and then divide the result by the number of segments for your length - ez-pz. SketchUp looks like a huge waste of time (i know nothing about SU). This formula takes less than a minute.
Fantastic video, Seth! Really enjoyed seeing the process you went through. And those tables turned out awesome!
thanks Bruce! it was nice to see them get finished. i wanted to do the entire build on the video but since it was a client job i started running out of time haha 🤦🏻♂️
Pretty slick design! Great video!!
Snapjam Woodworks thanks so much! always trying to improve my skills and my video quality 👍🏻
I came searching for how to make a large wooden circle frame out of wood. 🤓I leave knowing I don’t have enough tools. 🤔
replace domino machine with a drill and dowels. replace router jig with scrap 1x4. saved you $600
Is that a silicon wedding band you're sporting there, Seth? Wise move working with marchinery! Even more impressive is your video editing and craftsmanship! Pretty fun watching these :)
Michael Tejada haha, yeah but i ended up reverting back to my original wedding ring. the silicone one kept getting caught on my pocket and just wasn't all that comfortable. I've got a few new videos i'm working on at the moment...some run-n-gun vlog style ones and some more "produced" style ones. stay tuned! 👊🏻
hey man beautiful video, exactly the type of circle I need to build. Thank you!
awesome! glad it was helpful!
hey Seth, how about an oval?
that would be a good one too! i actually recieved an inquiry recently for an oval coffee table, similar kind of build as this one but with a glass top. Sooooo, if they move forward with it, I may do a video on the build and get ovaliscious on it 🤣. Thank you for watching...or should i say SUPER THANKS!! 🙌🏻🙌🏻 much appreciated!
Quick math to find angle -
(Number of sides -2) x 180 = total number of degrees. For your project (8-2) x 180 = 1080 degrees
Total Degrees/ number of angles = each angel. For you project 1080/8 = 135 degrees
180 - each angle. For your project 180-135 = 45 degrees
45 / 2 = 22.5 degrees for miter. ( divide by 2 since you are cutting the angle in half.
As long a you know the number of sides you can figure the miter.
How i can figure out size of pieces on different dimensions of circle?
Perfect
New subscriber!!!!🔥🔥🔥
Thanks!
🙌🏻🙌🏻🙌🏻🙌🏻
Would be good for Crokinole board rails
i had to look up what that was, haha! but yeah! i'm interested to learn how that game is played now👍🏻
@@stuffsethmakes I've only made two but outside "rail" was difficult.
I am wanting to make a Carrooka! Board which is similar to Crokinole
Diameter x pi (3.14) / number of segments = length of each piece
thanks! but does this give me the angle i'd need to cut each end as well? or just the length?
@@stuffsethmakes the length only, to figure the angle, 360 / number of segments / by 2
Example: 360 / 12 segments = 30 which is the angle now divide by 2 and each piece is cut to 15* to make up 30* x 12 pieces = 360
@@stuffsethmakes always divide 360 by how many segments you want, be it 12, 16, 24, 48 don’t matter all the math is the same.
my life will forever be changed now haha! thanks so much! 🙌🏻🙌🏻