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Published on: April 11, 2018
Probability density based gradient projection method for inverse kinematics of a robotic human body model
Derek Lura1, Matthew Wernke, Redwan Alqasemi
1Center for Assistive, Rehabilitation & Robotics Technologies, Mechanical Engineering Department, University of South Florida, Tampa, FL 33620, USA. dlura@mail.usf.edu
This study introduces a gradient projection method for robotic human body models, improving inverse kinematics prediction. Higher workspace divisions enhance accuracy but reduce model robustness.
Area of Science:
- Robotics
- Biomechanics
- Human-Robot Interaction
Background:
- Accurate inverse kinematics prediction is crucial for realistic human-robot interaction.
- Existing methods often struggle with the high degrees of freedom in human body models.
Purpose of the Study:
- To develop and evaluate a probability density-based gradient projection (GP) method for predicting inverse kinematics of a 25 degree of freedom robotic human body model (RHBM).
- To assess the impact of workspace discretization and subject data inclusion on the accuracy and robustness of the GP method.
Main Methods:
- Utilized a gradient projection (GP) method on the null space of the Jacobian for a 25-DOF RHBM.
- Created probability density functions based on workspace increments (1-20 divisions) and motion capture data from 10 subjects.
- Evaluated performance using root mean squared (RMS) error between predicted and recorded joint angles.
Main Results:
- Increasing workspace increments reduced RMS error, improving accuracy from 7.7° to 3.7° for included subjects.
- Higher workspace divisions led to decreased robustness of the GP method.
- The method showed varying performance based on the inclusion or exclusion of subject data in density function creation.
Conclusions:
- The probability density-based GP method offers a viable approach for RHBM inverse kinematics prediction.
- A trade-off exists between accuracy and robustness concerning workspace discretization.
- Further research is needed to optimize the balance between accuracy and robustness for real-world applications.
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