That’s a good article for those of us working with wood especially. I spent quite a while on Tram in an attempt to get a pocket made with a 1/2" flat end mill that would leave very little sanding (because you really can’t get into those). But for area that are going be sanded, I need to be a little less picky sometimes and get rid of those jobs that take over an hour.
Additionally 2 sided pieces and inlays probably wouldn’t work well.
Excellent point John and incidentally that’s exactly how I discovered I had a parallelogram
I saw this method done and like the simplicity of it. Just wandering what the community thinks about it? Any potential flaws to consider?
Hey Techrise,
this method was already discussed above. I think there exists even simpler procedures. At the moment, when asked, I link to this method:
Reviving an old thread, before the foreman gets here. Along the lines of “Machinist” (Bill Blades] the return of the 3-4-5 triangle … but the big boy.
I have one of these: (it really is quite handy)
Folding Layout Asquare-3’x4’x5’ 90° 3Pcs. - Carpentry Squares - Amazon.com
And it claims an accuracy of:
" The tool is accurate to within 1/32” (0.03125") across 4’ which means that the angle tolerance is .0373 degrees to that same length. (by manufacturer)"
I adopted this approach for squaring the machine with an old pair of calipers now dedicated for this verifying square from time to time. It removes any error induced by the alignment of the feet (twist) or Y rails that are different lengths etc.
Wait, I was told I wouldn’t need to use math any longer…
Moooooooore math. Always more math.
A two-sided piece was when I figured out I was out of square
While wrestling with how to get my parallelogram X-50 square (and the MANY possible challenges), I think I will attach the feet to aluminum (or possibly wood) plates that can somehow move for adjustment if necessary. I’ll have to figure out how to accomplish that, but I think it’s doable. This will have to attach to my torsion box with a 1/2" top plywood skin. Any thoughts?
Hi @DainBramage1
Not sure if you’ve seen this post of an all aluminum table, but you could use small pieces of this aluminum extrusion or entire rails of it for each Y-rail.
Cheers to square and coplanar machines!
I did it out of what I had, which was wood! Works pretty well!
Another thing to consider is it could be a trapezoid or otherwise. See diagram. Left is correct, right is not and can cause Y rails to bind.
I’m using the older controller and there is no calibration for X and Y. But, if you can calibrate for linear distance then why not just add a calibration routine for squareness too!!! Getting these machines perfectly square is a pain in the BUTT!
I am not sure it was discussed here. I have recently realized that there are two kinds of square we have to worry about.
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The Y-axis rails have to be the sides of a rectangle with the same diagonals. This is one.
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Both the moving blocks of the Y-axes must register exactly at the rail ends at the same time. If one of the block is touching the end of its rail and the other one is not, the stall homing will still find the home, but with one rail off. This will keep the X-axis under angle to the Y-axis when both Y-motors move it.
I have watched some videos on youtube how to square 1F machines and the guys did not talk about it. If you use a v-bit in the spindle to check your square and it is different from the one you get by physical measurements, this homing issue may be the reason.
Hey CalgaryD,
These are really good links. And I have not seen them yet. Thank you.
I think that “Rhombus” would be the correct term although it is a subset of Trapezoid… Ahem…
Hey Jim, hey onefinitycnc, hey all,
a rhombus is any flat four-sided object with four sides of equal length. It is a special case of a parallelogram and of a kite.
A parallelogram is a four-sided object with two pairs of parallel sides. Its opposite sides are of equal length.
A trapezoid has at least one side pair parallel.
A rectangle is a flat four-sided object with four right angles.
A square is the same as the latter but with all sides of equal length.