DifferentialTrajectory
- class wpimath.DifferentialTrajectory(samples: collections.abc.Sequence[wpimath._wpimath.DifferentialSample])
Bases:
DifferentialTrajectoryBaseA trajectory for differential drive robots with drivetrain-specific interpolation.
This trajectory uses numerical integration of the differential drive differential equation for accurate interpolation.
Constructs a DifferentialTrajectory from a vector of samples.
- Parameters:
samples – The samples of the trajectory. Order does not matter as they will be sorted internally. @throws std::invalid_argument if the vector of samples is empty.
- concatenate(other: wpimath._wpimath.DifferentialTrajectory) wpimath._wpimath.DifferentialTrajectory
Concatenates another trajectory to this trajectory.
- Parameters:
other – The trajectory to concatenate.
- Returns:
The concatenated trajectory.
- interpolate(start: wpimath._wpimath.DifferentialSample, end: wpimath._wpimath.DifferentialSample, t: SupportsFloat | SupportsIndex) wpimath._wpimath.DifferentialSample
Interpolates between two samples using numerical integration of the differential drive differential equation.
- Parameters:
start – The starting sample.
end – The ending sample.
t – The interpolation parameter between 0 and 1.
- Returns:
The interpolated sample.
- relative_to(pose: wpimath._wpimath.Pose2d) wpimath._wpimath.DifferentialTrajectory
Transforms all poses so they are relative to the given pose.
- Parameters:
pose – The pose to make the trajectory relative to.
- Returns:
The transformed trajectory.
- transform_by(transform: wpimath._wpimath.Transform2d) wpimath._wpimath.DifferentialTrajectory
Transforms all poses in the trajectory by the given transform.
- Parameters:
transform – The transform to apply to the poses.
- Returns:
The transformed trajectory.