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Lower Limb Biomechanical Analysis of Healthy Participants
Published on: April 15, 2020
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Optimized design of lower limb exoskeleton based on human biomechanical analysis
Lizhen Zhang1, Mengxiang Zhu1, Bo Jiang1
1College of Engineering Science and Technology, Shanghai Ocean University y, Shanghai, 201306, China.
Computers in Biology and Medicine
|October 12, 2025
Summary
This study introduces a passive lower-limb exoskeleton design method using biomechanical simulation. Optimal torsion spring stiffness reduces knee forces and metabolic rate, validating the simulation
Area of Science:
- Biomechanics
- Human-Machine Systems
- Orthotics and Prosthetics
Background:
- Exoskeleton R&D often neglects pre-prototype biomechanical impact analysis.
- This leads to extended design cycles and increased research and development costs.
- A simulation-driven approach is needed to optimize passive lower-limb exoskeleton design.
Purpose of the Study:
- To propose and validate a passive lower-limb exoskeleton optimization design method.
- To analyze the effects of structural parameters on human biomechanics.
- To reduce R&D costs and design time for exoskeleton development.
Main Methods:
- Developed a human-exoskeleton musculoskeletal coupling model in AnyBody software.
- Designed a subject-specific lower-limb exoskeleton model in SolidWorks.
- Performed inverse dynamics simulations to analyze effects of torsion spring stiffness on knee joint forces, metabolic rate, and muscle activation.
Main Results:
- Optimal torsion spring stiffness of 75 Nm/rad minimized knee joint forces and metabolic rate.
- Exoskeleton demonstrated significant reduction in lower limb muscle activation.
- Simulation data showed high correlation (R² > 0.976) with experimental surface EMG signals.
Conclusions:
- The proposed AnyBody-based simulation method enables low-cost, rapid design of passive lower-limb exoskeletons.
- Optimization of structural parameters like torsion spring stiffness can enhance exoskeleton assistive effects.
- Further experimental validation with physical prototypes is required to confirm theoretical findings.

