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Intrinsic joint kinematic planning. II: hand-path predictions based on a Listing's plane constraint
D G Liebermann1, A Biess, C C A M Gielen
1Department of Physical Therapy, Sackler Faculty of Medicine, Tel-Aviv University, 69978, Ramat Aviv, Israel. dlieberm@post.tau.ac.il
This study explored if three-dimensional (3D) arm movements follow Listing's law. A kinematic model showed partial success, particularly for extended arm movements, but struggled with frontal plane motions.
Area of Science:
- Biomechanics
- Neuroscience
- Robotics
Background:
- Human arm movements are complex, involving coordinated rotations of multiple joints.
- Understanding the underlying control strategies is crucial for fields like robotics and rehabilitation.
Purpose of the Study:
- To investigate if three-dimensional (3D) hand movements adhere to Listing's law at the intrinsic joint level.
- To evaluate a kinematic model simulating arm movements based on Listing's law constraints.
Main Methods:
- A kinematic model simulated 3D point-to-point arm movements, assuming shoulder and elbow joint constraints.
- Model predictions were compared against experimental data from human subjects performing various arm movements.
- The study analyzed hand paths and joint rotation vectors during extended arm, radial, and frontal plane movements.
Main Results:
- The kinematic model partially predicted observed hand paths, with best accuracy for extended and radial movements.
- Frontal plane movements showed significant discrepancies, as upper arm rotation vectors deviated from Listing's law.
- Small deviations in other movements may be due to non-single-axis rotations or unmodeled dynamic factors.
Conclusions:
- Listing's law provides a partial framework for intrinsic joint control of arm orientation during reaching movements.
- The model's success is condition-dependent, particularly when movements align with the Listing's plane assumption.
- Further research should incorporate dynamic factors for a more comprehensive understanding of arm movement control.
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