:class:`PointToPoint` - Constrain the origins of two frames together
.. currentmodule:: trep.constraints
The :class:`PointToPoint` constraints are designed to constrain the origin of one frame to the origin of another frame (maintaining zero distance between the frames).
The constraint equation is:
h(q) = (p_1 - p_2) [i]
where p_1 and p_2 are the origin points of the two frames being constrained, and i is the basis component of the error vector.
Note
Defining a PointToPoint constraint creates multiple one-dimensional constraints for each axis being used. For example, if a system is defined in 3D, the PointToPoint3D method creates 3 PointToPoint constraints, one for each axis.
Examples
scissor.py
param frame1: | First frame to constrain |
---|---|
type frame1: | :class:`Frame` |
param frame2: | Second frame to constrain |
type frame2: | :class:`Frame` |
Create a new set of 3 constraints to force the origin of frame1 to the origin of frame2. The system must be defined in 3D, otherwise, for 2D systems, use :class:`PointToPoint2D`.
param plane: | 2D plane of system, ie. 'xy', 'xz', or 'yz' |
---|---|
type plane: | :class:`string` |
param frame1: | First frame to constrain |
type frame1: | :class:`Frame` |
param frame2: | Second frame to constrain |
type frame2: | :class:`Frame` |
Create a new set of 2 constraints to force the origin of frame1 to the origin of frame2. The system must be defined in 2D, otherwise, for 3D systems, use :class:`PointToPoint3D`.
param axis: | 1D axis of system, ie. 'x', 'y', or 'z' |
---|---|
type axis: | :class:`string` |
param frame1: | First frame to constrain |
type frame1: | :class:`Frame` |
param frame2: | Second frame to constrain |
type frame2: | :class:`Frame` |
Create a new constraint to force the origin of frame1 to the origin of frame2. The system must be defined in 1D, otherwise, for 2D or 3D systems, use :class:`PointToPoint2D` or :class:`PointToPoint3D`.
.. method:: PointToPoint3D.get_actual_distance() PointToPoint2D.get_actual_distance() PointToPoint1D.get_actual_distance() Calculate the current distance between the two coordinate frames. If the constraint is currently satisfied, this is equal to 0.