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# Towards medial-axis pocketing

Update: some work on connecting MICs together with bi-tangent line-segments, as well as a sequence of lead-out, rapid, lead-in, between successive MIC-slices:

It gets quite confusing with all cutting and non-cutting moves drawn in one image. The path starts with an Archimedean spiral (pink) that clears the initial largest MIC. We then proceed to "scoop" out the rest of the pocket with circular-arc cutting moves (green). At the end of a scoop we do a lead-out-arc (dark blue), followed by a linear rapid (cyan), and a lead-in-arc (light blue) to start the next scoop.

Next I'd like to put together an animation of this. The overall strategy will be much clearer from a movie.

This animation shows MICs, i.e. maximal inscribed circles (green, also called clearance-disks), inside a simple polygon (yellow). The largest MIC is shown in red.

This is work towards a new medial-axis pocketing strategy. The largest MIC (red) is first cleared using a spiral strategy. We then proceed to clear the rest of the pocket in the order that the MICs are drawn in the animation. We don't have to spin the tool around the whole circle. only the parts that need machining, which is the part of the new MIC that doesn't fall inside the previously machined MIC. As mentioned in my previous post this is inspired by Elber et al (2006).

The next step is to calculate how we should proceed from one MIC to the next, and how we do the rapid-traverse to re-position the tool for the next cut.

See also the spiral-toolpath by Held&Spielberger (2009) or their 199-slide presentation. The basics of this spiral-strategy is a straightforward march along the medial-axis. But then a filtering/fitting algorithm, which I don't have at hand right now, is applied to get the smoothed spiral-path.

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