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Trajectory planning of end-effector with intermediate point

Andrzej Graboś, Marek Boryga

Year
2013
Citations
4

Abstract

The article presents the Polynomial Cross Method (PCM) for trajectory planning of an end-effector with an intermediate point. The PCM is applicable for designing robot end-effector motion, whose path is composed of two rectilinear segments. Acceleration profile on both segments was described by the 7th-degree polynomial. The study depicts an algorithm for the method and the research results presented as the runs of resultant velocity, acceleration and linear jerk of the stationary coordinate system.

Keywords

JerkAccelerationRobot end effectorTrajectoryControl theory (sociology)PolynomialPoint (geometry)Motion planningPath (computing)Mathematics

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