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A Vibrotactile Feedback Device for Seated Balance Assessment and Training
Published on: January 20, 2019
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[A modeling method for human standing balance system based on T-S fuzzy identification].
Summary
This study presents a new mathematical model for human standing balance adjustment using T-S fuzzy identification. The model accurately predicts joint angles for safe rehabilitation training system development.
Area of Science:
- Biomechanics
- Control Systems Engineering
- Rehabilitation Technology
Background:
- Developing safe and effective passive balance rehabilitation systems requires accurate models of human standing balance.
- Existing models may not fully capture the complex dynamics of balance adjustment in response to external stimuli.
Purpose of the Study:
- To propose a novel mathematical model for human standing balance adjustment.
- To utilize T-S fuzzy identification for modeling balance dynamics.
- To optimize model parameter identification for enhanced accuracy in rehabilitation applications.
Main Methods:
- Human standing balance adjustment was modeled using T-S fuzzy identification.
- Multidimensional motion platform acceleration served as model input.
- Human joint angles were model outputs.
- Artificial bee colony optimization enhanced fuzzy C-means clustering for parameter identification.
- Experimental data from 9 participants were used for training and validation.
Main Results:
- The developed model demonstrated high accuracy in predicting human joint angles.
- Validation using mean square error and cross-correlation confirmed model reliability.
- The optimized fuzzy identification method improved parameter estimation efficiency.
Conclusions:
- The proposed T-S fuzzy identification model provides an accurate and reasonable representation of human standing balance adjustment.
- This model can inform the development of safer training intensities and methods for passive balance rehabilitation systems.
- The integration of artificial bee colony optimization enhances the practical applicability of the model in clinical settings.

