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Space Grant Consortium - University of Wisconsin - Green Bay

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The system began movement at approximately 0.66 seconds. The target velocity <strong>of</strong> 50 i nches<br />

per minute was overshot by over 100%. It also overshot zero after beginning its down ramp at<br />

1.85 seconds, eventually stopping after 2.5 seconds.<br />

The velocity plot <strong>of</strong> a move in the x direction shows that the robotics system is under damped<br />

when ramping up to the target velocity and when ramping down to zero while stopping.<br />

Exploration <strong>of</strong> t he pr ogramming m anual r evealed a lternative c ommands f or c ontrolling t he<br />

movements. D ifferent combinations <strong>of</strong> ne w c ommands pr oduced uni que d ynamic responses.<br />

The overshoot <strong>of</strong> a normal move command can be eliminated using existing G-code commands<br />

that modify settings in the robotic control system. F igure 3 s hows velocity versus time <strong>of</strong> the<br />

same axis after new commands have been added to the programming.<br />

Figure 3 - Ramp from 0 to 50 IPM and back to 0, X Axis, one inch move, alternative commands<br />

Figure 3 shows that the percent overshoot has been reduced to under 10% from over 100%. The<br />

movement be gins a t 0.7 5 s econds and r eached target s peed i n unde r a qua rter <strong>of</strong> a s econd.<br />

However, this motion was much more controlled than the motion from the previous method.<br />

Testing t he y an d z ax es yielded similar r esults, an unde r damped motion that overshot target<br />

velocity. The less massive z axis had less overshoot because less mass is easier to control by the<br />

robot, while the more massive y axis (which consists <strong>of</strong> a table weighing nearly one thousand<br />

pounds) displayed a more erratic overshoot. Repeating the new programming method for the y<br />

and z axis yielded similar results, dampening the movement and reducing overshoot.<br />

4

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