I am trying to understand how interpolation works on a CNC machine (I am not from electrical/electronics side). Let me first say what I think I understand correctly.
Let us say a stepper/servo motor turns by 1.8 degree by one DC pulse. Let us assume that the desired motion in the XY-plane is tapered in the ratio 3:1. This means that for every three pulses supplied to the X-motor, the Y-motor would be given one pulse. This is achieved by regulating the frequency of pulses. The resulting motion, however, is not jerky because of inertia of mechanical elements. Therefore, even with discrete pulses, both the motors rotate with constant rpm's (during mid-path motion in linear interpolation).
If the above statements are correct, how can one explain the shown toolpath in the attached figure (taken from a Fanuc manual). It looks as if the X-motor continuously moves, but the Y-motor starts and stops in the time ratio 1:2, indicating jerky movement in the Y-direction. Is the servo output indeed jerky (at micron/nm level), unaffected by mechanical inertias? In fact, this appears to be the case.