Vraiment superbe idée, réalisation et surtout montage video très bien réalisé avec une musique très bien choisie. Le résultat est magnifique Sam 💚 Pyrénées
Hello! Mounting the shelf to the wall went well! I was careful to ensure that I measured the spacing correctly and that everything was level. Once that was finished I was able to mount the shelf without any issues. I used screws on the bottom side of the shelf to add strength. The dowels were only used to cover up the screws so they were no longer visible.
Im making something very similiar in school but i really need help what angles did you cut the pieces at ? Is the triangle equilateral? ( i need to do crazy trigonometry to figure out mine since its isoceles) and any tips its my first tested pratical and im literally emotionally attached to my wood.
Hi! Thanks for the comment! Both triangles are equilateral. They are all cut at 60 degrees and where they butted up with a flat piece they were cut at 30 degrees. A good rule of thumb is to divide the angle that you are trying to achieve in half. If you're trying to cut a 90 degree angle, cut the pieces of wood at a 45. If you're trying to get a 45, cut the pieces at 22.5 degrees. I would suggest getting a piece of wood to be your test piece and once you've hashed out all of the angles and measurements then use the wood that you are planning on using for the finished product. Hope that helps and good luck with your project!
Voth Quality Creative helps a lot ( i think i might measure a 1:1 drawing of my product then measure the angles) thank you we have a deadline so i cant exactly practice. And i was starting to suspect you divide the angles in half thank you for telling me.
Hey Gyenna Ken, The sum of the angles should equal 180. I misspoke earlier. For example if you are trying to achieve a 70 inside angle, you have 110 degrees left so you would cut the piece at a 55 degree angle. 55 + 55 + 70 = 180. Your remaining inside angles would be 55 degrees so you would divide 125 in half. You'd cut the piece at 62.5 degrees. 62.5 + 62.5 + 55 = 180. Hope that makes a little more sense In my earlier example 45 + 45 + 90 = 180, but 22.5 + 22.5 + 45 = 90. I didn't account for the other 90 degrees. I should have said in order to get the inside angle of 45 you would cut the piece at 67.5 degrees. 67.5 + 67.5 + 45 = 180. I'm a visual person so seeing the equations helps me out a bit. Good luck with your project!
Great job, it looks AWESOME!!!
- Luv, luv, luv the clean, sophisticated, stylish lines of this shelf. The simplicity of it makes it "remarkably attractive." Thanx 4 sharing.
Very nice addition to your son's room. Anxious to see it in person!
Vraiment superbe idée, réalisation et surtout montage video très bien réalisé avec une musique très bien choisie.
Le résultat est magnifique
Sam 💚 Pyrénées
This is so dope !
What’s more impressive is the fact that you made that with ryobi tools.
Haha. Working on upgrading... slowly
@@vothqualitycreative same here man. Keep it up.
Cheers! Looking great and beautiful :)
Ok I'm making one!
Awesome Mountain shelf! the video editing is phenomenal as well!
Clever! Looks great!
Bonitos adornos
Great job
Thank you!
which are the 60-degree cuts and which the 30's?
Cccooooooollllll, nice work
Tim from wood 4 nothing
Thanks!
Hello. Fastening for dowels mounted not perpendicularly to the bottom side of the shelf. Was wall mounting well?
Hello! Mounting the shelf to the wall went well! I was careful to ensure that I measured the spacing correctly and that everything was level. Once that was finished I was able to mount the shelf without any issues.
I used screws on the bottom side of the shelf to add strength. The dowels were only used to cover up the screws so they were no longer visible.
what meiter angles did you cut the boards?
You can see him setting the saw,watch video
1.01 minutes for example
Awesome job! Looks great! May I know what is the drill bit called that made the hole for the screw and dowel? Thanks!
Thanks! The bit I used is called a Forstner Bit.
Im making something very similiar in school but i really need help what angles did you cut the pieces at ? Is the triangle equilateral? ( i need to do crazy trigonometry to figure out mine since its isoceles) and any tips its my first tested pratical and im literally emotionally attached to my wood.
Hi! Thanks for the comment!
Both triangles are equilateral. They are all cut at 60 degrees and where they butted up with a flat piece they were cut at 30 degrees.
A good rule of thumb is to divide the angle that you are trying to achieve in half. If you're trying to cut a 90 degree angle, cut the pieces of wood at a 45. If you're trying to get a 45, cut the pieces at 22.5 degrees.
I would suggest getting a piece of wood to be your test piece and once you've hashed out all of the angles and measurements then use the wood that you are planning on using for the finished product.
Hope that helps and good luck with your project!
Voth Quality Creative helps a lot ( i think i might measure a 1:1 drawing of my product then measure the angles) thank you we have a deadline so i cant exactly practice. And i was starting to suspect you divide the angles in half thank you for telling me.
Hey Gyenna Ken,
The sum of the angles should equal 180. I misspoke earlier. For example if you are trying to achieve a 70 inside angle, you have 110 degrees left so you would cut the piece at a 55 degree angle. 55 + 55 + 70 = 180. Your remaining inside angles would be 55 degrees so you would divide 125 in half. You'd cut the piece at 62.5 degrees. 62.5 + 62.5 + 55 = 180. Hope that makes a little more sense
In my earlier example 45 + 45 + 90 = 180, but 22.5 + 22.5 + 45 = 90. I didn't account for the other 90 degrees. I should have said in order to get the inside angle of 45 you would cut the piece at 67.5 degrees. 67.5 + 67.5 + 45 = 180.
I'm a visual person so seeing the equations helps me out a bit. Good luck with your project!
I have a question 😅
keren banget pertama membuat sebuah sket gambar
What color of stain are you applying?
It was Minwax Dark Walnut
Thanks
I like the background music! Who is it?
what are the lengths of the boards?
the mountain portions
Solo vi el vídeo para ver como podía colocar los triángulos flotantes
You used the mark rober song