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MAGIKS
1.1
Manipulator General Inverse Kinematic Solver
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This module provides a class containing a trajectory in the multi-dimensional space. More...
Go to the source code of this file.
Classes | |
| class | Path_Plot_Settings |
| class | Key_Point |
| This class, introduces a structure for a key point in the multi-dimensional space. More... | |
| class | Path |
| This class contains properties and methods for a Trajectory Segment A trajectory is established of one segment or a number of segments connected together creating a path in the space. More... | |
| class | Path_Polynomial |
| class | Orientation_Path |
| class | Orientation_Path_Polynomial |
| class | Trajectory |
| class | Orientation_Trajectory |
| class | Trajectory_Polynomial |
| class | Orientation_Trajectory_Polynomial |
Namespaces | |
| math_tools.geometry.trajectory | |
Functions | |
| def | feasible_position |
| def | jerkbound_position_estimate |
| def | accbound_position_estimate |
| def | velbound_position_estimate |
| def | finite_difference_estimate |
| def | plot_list |
Variables | |
| list | all_figures = ['Position', 'Velocity', 'Acceleration', 'Jerk'] |
| list | all_ltypes = ['-','r--', 'bs', 'g^', 'bo', 'k'] |
| list | all_colors |
| dictionary | FDC_v |
| dictionary | FDC_a |
This module provides a class containing a trajectory in the multi-dimensional space.
The path is generated by a number of key points containing poses, twists with their corresponding phase values ($f $f)
Last Revision: 21 August 2015
Definition in file trajectory.py.
1.8.8