Public Member Functions
teb_local_planner::EdgeAccelerationHolonomic Class Reference

Edge defining the cost function for limiting the translational and rotational acceleration. More...

#include <edge_acceleration.h>

Inheritance diagram for teb_local_planner::EdgeAccelerationHolonomic:
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Public Member Functions

void computeError ()
 Actual cost function.
 EdgeAccelerationHolonomic ()
 Construct edge.

Detailed Description

Edge defining the cost function for limiting the translational and rotational acceleration.

The edge depends on five vertices $ \mathbf{s}_i, \mathbf{s}_{ip1}, \mathbf{s}_{ip2}, \Delta T_i, \Delta T_{ip1} $ and minimizes: $ \min \textrm{penaltyInterval}( [ax, ay, omegadot } ]^T ) \cdot weight $.
ax is calculated using the difference quotient (twice) and the x position parts of all three poses
ay is calculated using the difference quotient (twice) and the y position parts of all three poses
omegadot is calculated using the difference quotient of the yaw angles followed by a normalization to [-pi, pi].
weight can be set using setInformation()
penaltyInterval denotes the penalty function, see penaltyBoundToInterval()
The dimension of the error / cost vector is 3: the first component represents the translational acceleration (x-dir), the second one the strafing acceleration and the third one the rotational acceleration.

See also:
TebOptimalPlanner::AddEdgesAcceleration
EdgeAccelerationHolonomicStart
EdgeAccelerationHolonomicGoal
Remarks:
Do not forget to call setTebConfig()
Refer to EdgeAccelerationHolonomicStart() and EdgeAccelerationHolonomicGoal() for defining boundary values!

Definition at line 474 of file edge_acceleration.h.


Constructor & Destructor Documentation

Construct edge.

Definition at line 481 of file edge_acceleration.h.


Member Function Documentation

Actual cost function.

Definition at line 489 of file edge_acceleration.h.


The documentation for this class was generated from the following file:


teb_local_planner
Author(s): Christoph Rösmann
autogenerated on Sat Jun 8 2019 20:21:34