Forward Kinematics Solution For A General Stewart Platform Through Iteration Based Simulation
Sourabh Karmakar, Cameron J. Turner

TL;DR
This paper introduces an iterative simulation method to compute a unique, feasible forward kinematic solution for a Stewart platform, simplifying the process for complex parallel kinematic systems and enabling precise material testing applications.
Contribution
The paper presents a novel iterative algorithm using modified Denavit-Hartenberg parameters to find a single forward kinematic solution without manual verification for Stewart platforms.
Findings
Generates a unique forward kinematic solution for each pose
Eliminates manual verification of solutions
Enables high-precision force control in material testing
Abstract
This paper presents a method to generate feasible, unique forward-kinematic solutions for a general Stewart platform. This is done by using inverse kinematics to obtain valid workspace data and corresponding actuator lengths for the moving platform. For parallel kinematic machines, such as the Stewart Platform, inverse kinematics are straight forward, but the forward kinematics are complex and generates multiple solutions due to the closed loop structure of the kinematic links. In this research, a simple iterative algorithm has been used employing modified Denavit-Hartenberg convention. The outcome is encouraging as this method generates a single feasible forward kinematic solution for each valid pose with the solved DH parameters and unlike earlier forward kinematics solutions, this unique solution does not need to be manually verified. Therefore, the forward kinematic solutions can be…
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