Research Article
A Parallel Manipulator with Planar Configurable Platform and Three End-Effectors
Table 1
One solution of the forward displacement problem using the Newton homotopy method.
| Iter | | | | | | | | | | | | | |
| 1 | −9322.783 | 100.0 | −8.0 | −50.0 | 40.0 | −200.00 | 60.0 | −50.0 | 60.0 | 60.0 | −10.0 | −100.0 | −20.0 | 2 | 2211.322 | 56.271 | 9.295 | −97.730 | 53.080 | −256.512 | 74.713 | −96.179 | 81.528 | 52.003 | 10.100 | −103.998 | −58.868 | 3 | 455.409 | 71.083 | −6.067 | −79.658 | 48.798 | −239.373 | 61.746 | −79.256 | 62.425 | 68.396 | 0.121 | −84.390 | −50.793 | 4 | 14.890 | 74.076 | −8.503 | −75.710 | 47.772 | −235.378 | 58.336 | −75.371 | 57.045 | 72.704 | −3.587 | −80.502 | −49.942 | 5 | 0.005 | 74.058 | −8.429 | −75.728 | 47.818 | −235.376 | 58.423 | −75.383 | 56.929 | 72.698 | −3.664 | −80.457 | −49.958 | 6 | −0.2e − 6 | 74.058 | −8.430 | −75.728 | 47.817 | −235.376 | 58.422 | −75.383 | 56.929 | 72.698 | −3.665 | −80.457 | −49.958 |
|
|
In only six iterations, the algorithm was able to converge to one real solution.
|