Squaring the machine (rails part)

Squaring the machine is covered in the Shapeoko assembly instructions, this section just adds a few notes on why this matters, and a few tips.

In the best case scenario, bringing the gantry to the front side, tightening the front screws, sliding the gantry to the back, and tightening the back screws is enough to make the gantry square to the Y rails. Here's a view from the top with the gantry pushed all the way back or all the way to the front steel plates, ideally the side plates should make contact simultaneously, leaving no gap on either side:

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But you may and likely will get a small gap on one side, and a similar gap on the opposite side when pushing the gantry to the other end of the Y rails (teal arrows on the exaggerated sketch below):

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This can be due to a number of reasons (X extrusion sides not being perfectly square, tolerances in the side plate / V-wheel /washers assembly, etc...), and common solutions to fix this are:

• to insert shims between the X extrusion and the side plates on both ends (but on opposite sides of the rail, e.g. where the red arrows are on the sketch). Of course, should the skew be in the other direction, the shim location should be reversed. One shimming technique is to just fold a piece of aluminium foil a few times over, and insert it there. Or use a feeler gauge.

• to use washers carefully selected to have slightly different thicknesses, and use them on the front and back V-wheels on each side plate, to achieve the same effect (in the sketch above, one would install slightly thicker washers on the back wheels on the left side, and on the front wheels on the right side)

Here's a (poorly executed) example of aluminium foil shimming on my machine, that was enough to fix the gap:

Once the machine is reasonably square as checked when moving the gantry manually to the front and back positions, we still have to make sure that the belt tension is even between the two Y axes, so as not to introduce another source of offset between the left and right rails.

Squaring the machine (belt tension part)

Indeed, the belts have a default pitch of 2mm, which translates to requiring 40 steps of the motor to move by 1mm as described in Anatomy of a Shapeoko section. But since we tension the belts, they stretch and their actual pitch changes a little bit depending on the belt tension. Now, if the belt on the left Y axis and the belt on the right Y axis are not tensioned evenly, they end up having a different effective pitch. When jogging the gantry along Y, for the same number of motor steps commanded on the left and right stepper motors, the left and right sides of the gantry will end up moving by a different amount, throwing the gantry out of square. The longer the travel the larger the offset between the two sides, so this is most visible when starting from Home position in the back, and then jogging the gantry all the way to the front of the machine:

But how do we measure belt tension to make them equal? @LiamN on the community forum came up with a great write-up about two methods for this: either measuring how much force it takes to pull the belt away from the rail by a given distance using a luggage scale, or measuring the frequency of the sound it produces when pinched with a smartphone app. I like this second method better since it is so straightforward.

First we need to insert two small blocks under the belt to be measured, such that it does not contact the rail and has a chance to vibrate freely. The distance between the two blocks must be controlled, and that length of belt should be roughly centered at the middle of the rail's length.

I choose to use the shaft part of two 1/4" endmills as convenient blocks, and install them exactly d=280mm apart, in the case of my SO3 short rails. For the longer rails on the XL/XXL models, 500mm seems like a good value.

Then you need a device to measure sound frequency, and a convenient solution is to use a smartphone application. Gates (the belts manufacturer) provides a free app specifically for this purpose, and it works fairly well. Just launch the app, bring the microphone close to the belt, pinch it, and check the measured frequency. The value will vary depending on how you pinch the belt, but by doing it a few times a reasonable average value should emerge, like in the example below where I got a majority of "109Hz" values:

A reasonable target range is apparently 100 to 140 Hz, I tend to aim for 120Hz or so.

Now that the machine is squared, the next step is to make the wasteboard as flat and parallel to the mechanical X/Y plane of the machine as possible, and this is what surfacing the wasteboard does

Surfacing the wasteboard

Either the X/Z rail is not perfectly parallel to the bed (as shown exaggerated in the sketch below), or the wasteboard is not perfectly flat to begin with, either way the end result is that after zeroing somewhere on stock surface and moving the endmill elsewhere along the X/Y axis, the tip of the endmill can end up being above or below stock surface:

Running a surfacing toolpath on the top of the wasteboard will make it parallel to the gantry, therefore providing a known-flat reference to mount the stock onto, which turns out to be important for projects where depth accuracy matters:

• V-carving is a typical example: a small error in the depth being cut shows up as a difference in the width of features on the surface, which can be quite visible. In severe cases or when doing very shallow V-carving, the tip of the V-bit might not even make contact with the stock anymore on one side of the piece.

• PCB engraving is the extreme case, since by definition it cuts a very, very shallow trace onto the (supposedly) flat surface of a copper clad board: any minute difference in depth will ruin the quality of the PCB traces.

• but even regular jobs are impacted: in the example illustrated above, a pocket cut on the left side of the stock would end up being shallower than expected, and the same pocket cut on the right side would be deeper than expected. And both would have a sloped bottom.

Since the surfacing toolpath has to cover a lot of real estate, a fly cutter with a large diameter is useful (but any large endmill will do, it just takes longer).

Here's an MDF wasteboard surfacing operation in progress:

For MDF wasteboards, it is recommended to seal the surface after surfacing with a few coats of whatever you have on hand (shellac, polyurethane, varnish, lacquer...), this will reduce the likelyhood of the MDF absorbing a lot of humidity, as well as make the surface harder/less likely to tear off, especially when using the tape & glue workholding method.

While surfacing ensures that the surface of the wasteboard is true to the X/Y axis of the rails, it does not do anything about any potential tilt of the router itself around the X or Y axis: hence the need for tramming the router.

Tramming the router/spindle

In a perfect world, the router axis would be perfectly square to the surface of the wasteboard (and of the stock material). For a pocket operation, a cross-section of three successive passes of an endmill could look like the sketch below, the bottom of the pocket would be flat, and its width exactly as intended:

But in reality, the mechanical assembly and tolerances on the router mount are such that the angle between the endmill axis and the stock surface can be slightly different from 90°. Here's a very exaggerated example:

Now the pocket ends up being wider than it was programmed to be, AND the bottom of the cut is not perfectly flat, there are small ridges at the overlap between passes. Here's a real life example:

If the router is slightly tilted around both the Y axis and the X axis, there can be ridges visible in both X and Y directions. To get rid of those, the router should be trammed, i.e. its Z axis made perfectly orthogonal to the wasteboard.

One option is to use a dedicated tramming device mounted in the router and integrating two dial indicators.

Any difference between the readout on the indicators is a sign of a tram angle. The arm can be rotated (manually!) to check the angle in any direction:

Very convenient, but pricey (unless you make your own, but getting enough precision in the parts/assembly is not easy).

The next best thing if you just have a dial indicator, is to mount a stub/dowel in the router, and attach the indicator at the end of a small arm. Then rotate the arm manually to detect variation, and determine which way the router is tilted from there:

And finally, if you don't have a dial indicator and don't even want to bother with the dowel & arm gadget described above, you can still do a "good enough" tramming using a machinist square placed against the router mount. Check the left/right tilt:

and then the front/back tilt:

On this machine, the left/right tilt happened to be almost zero:

If adjustment is necessary, loosen the screws holding the mount, tilt it ever so slightly in the opposite direction, tighten everything and re-check. This can an iterative (and sometimes frustrating) process, but well worth the time spent. To make this easier, you could buy or make an adapter plate that sits between the router mount and the Z-plate and has eccentric nuts to tilt it easily left and right.

Now on the front side of my machine, there was a non-negligeable tilt angle:

There are (at least) two popular ways to fix the front/back tilt:

• loosen the 8 screws on the side plates of the X extrusion, then rotate the whole gantry around its axis, towards the back or front, and re-tighten the screws. Again, an iterative process, because tightening the screws may make the gantry rotate very slightly. You may want to remove the powder coat inside the screw holes, to get a little wiggle room.

• shim the router mount. A thin strip of aluminium foil folded over a few times, inserted between the bottom (or top) of the mount and the Z-plate, can correct the fractions of a degree of front/back tilt.

Here is the same machine after front/back tramming:

Not perfect, but much better. Here is a re-run of the same pocket operation as earlier, after tramming. The ridges are not completely gone, but are much less visible: