The final publication is available at link.springer.com ; A strip of tetrahedra is a tetrahedron-tetrahedron truss where any tetrahedron has two neighbors except those in the extremes which have only one. The problem of finding all the possible lengths for an edge in the strip compatible with a given distance imposed between the strip end-points has been revealed of relevance due to the large number of possible applications. In this paper, this is applied to solve the forward kinematics of 6-6 Gough-Stewart platforms with planar base and moving platform, a problem which is known to have up to 40 solutions (20 if we do not consider mirror configurations with respect to the base as different solutions). ; Peer Reviewed ; Postprint (author's final draft)
The forward kinematics of doubly-planar Gough-Stewart platforms and the position analysis of strips of tetrahedra
2018-01-01
Miscellaneous
Electronic Resource
English
DDC: | 629 |
Singularity-invariant leg rearrangements in doubly-planar Stewart-Gough platforms
BASE | 2010
|Singularity-invariant leg rearrangements in doubly-planar Stewart-Gough platforms
BASE | 2010
|