File:Open Cube v1.png

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Nonintersecting tertiary struts make a symmetric solution to the Cartesian motion control problem possible but there is a limitation: the work envelope and every reachable point is X < Y-T < Z-T-T where T is the size of the tertiary strut.

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current10:55, 2 February 2018Thumbnail for version as of 10:55, 2 February 2018639 × 640 (114 KB)DGoncz (talk | contribs)Reverted to version as of 14:52, 2 February 2018
10:53, 2 February 2018Thumbnail for version as of 10:53, 2 February 2018639 × 640 (114 KB)DGoncz (talk | contribs)Reverted to version as of 14:51, 2 February 2018
10:52, 2 February 2018Thumbnail for version as of 10:52, 2 February 2018639 × 640 (114 KB)DGoncz (talk | contribs)Nonintersecting tertiary struts make a symmetric solution to the Cartesian motion control problem possible but there is a limitation: the work envelope and every reachable point is X < Y-T < Z-T-T where T is the size of the tertiary strut.
10:51, 2 February 2018Thumbnail for version as of 10:51, 2 February 2018639 × 640 (114 KB)DGoncz (talk | contribs)Nonintersecting tertiary struts make a symmetric solution to the Cartesian motion control problem possible but there is a limitation: the work envelope and every reachable point is X < Y-T < Z-T-T where T is the size of the tertiary strut.
10:10, 2 February 2018Thumbnail for version as of 10:10, 2 February 2018639 × 640 (278 KB)DGoncz (talk | contribs)Nonintersecting tertiary struts make a symmetric solution to the Cartesian motion control problem possible but there is a limitation: the work envelope and every reachable point is X < Y-T < Z-T-T where T is the size of the tertiary strut.
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