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Thread: Newbie - How to work out angles
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23rd May 2005, 03:50 PM #1
Newbie - How to work out angles
Hi,
I have a pile of Jarrah Decking offcuts that I want to put around my outdoor spa (vertically) like where they usually put the cedar to enclose the spa in.
The straight sides are easy enough but its the rounded corners on the spa that have me lost.
How do I work out the angles to cut vertical pieces to make them go around the corners ?
I'm sure that's clear as mud
Thanks
Andrew
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23rd May 2005 03:50 PM # ADSGoogle Adsense Advertisement
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23rd May 2005, 06:08 PM #2
Okay, I'll have a go at this... I'm guessing that you would divide the no. of degrees in your radius by the no. of pieces you wish to use to cover it. The result is the angle you need to cut each piece to fit. Maybe.
Regards,
Rusty.The perfect is the enemy of the good.
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23rd May 2005, 06:10 PM #3
BTW, welcome to the forums, Meerkat!
The perfect is the enemy of the good.
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23rd May 2005, 06:16 PM #4Deceased
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Rusty, wouldn't you then divide that by 2 so that the two edges of adjacent boards make the one neat angle.
BTW welcome to the forums Meerkat.
Peter.
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23rd May 2005, 06:45 PM #5
Makes sense to me, Peter (apologies to Meerkat for my lack of maths skill ).
While we're on it, is this how you would work out how to make an arched lid for a chest, pirate treasure style?
regards,
Rusty.The perfect is the enemy of the good.
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23rd May 2005, 06:53 PM #6
Although it is possib;e to work this out mathematically, sometimes it is easier to draw a scaled diagram and take your measurements from the diagram, and scale them up if it is an odd shape.
- Wood Borer
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23rd May 2005, 06:56 PM #7
Meerkat
I think you have to decide how tight you want the corner to be , draw out the radius to the size you want and using small cut offs place them on the line to see how many boards you are going to use, then divide the number of degrees by the number of boards plus one, half this and cut that angle on each side of the boards plus one side of the first and last boards of the straight sides. if it is 90 deg and you want to go round in two boards ,
2 +1 = 3 divided into 90 deg = 30 half this = 15 deg
so cut one edge of first board at 15 deg second board 15 deg both sides next board the same and last board 15 on one edge and you have 90 deg radius
this method worked fro me but thats easier said than done
Hope this is of some help
Russell
I used to have a handle on life, but it broke.
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23rd May 2005, 07:38 PM #8Deceased
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Originally Posted by Rusty
Rusty, I think I would, but then I quite like maths. These kind of puzzles are fun to me.
However WB method is simpler in deciding the width of the timber and number of pieces to use.
Peter.
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23rd May 2005, 08:20 PM #9
I'm maths-challenged and too slack to draw plans. (I think some smartening up is in order)! Thanks for your input, gents. And please forgive the semi-hijack, meerkat.
Cheers,
Rusty.The perfect is the enemy of the good.
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23rd May 2005, 09:52 PM #10
Is it like the diagram on the left or the right?
- Wood Borer
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23rd May 2005, 11:10 PM #11
I pictured it more like this...??
The perfect is the enemy of the good.
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24th May 2005, 12:36 AM #12Senior Member
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I'd do a full scale set out of the corners in plan view on some paper or board
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24th May 2005, 10:54 AM #13
Hi,
Rusty, your diagram is right.
I couldn't wait so after I got home last night, in the dark and rain I tried out the formula.
Well I gotta says guys, you are legends It works just fine and dandy. The next step is to mount them but I think I've got that side covered.
I have spent months thinking, searching and getting frustrated in not being able to work it out only to find out that it's such a simple thing.
Thanks heaps.
Andrew
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24th May 2005, 10:58 AM #14
Yeah, this BB rocks, I have to say. How good was that rain, though?!
Regards,
Rusty.The perfect is the enemy of the good.