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Radial coordination variability: The radial vector coding for quantifying movement stability

delete2025-10-01
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Luís Mochizuki *
J
Joseph Hamill
J
Juliana Exel *
DOI:10.1016/j.jbiomech.2025.113030delete
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摘要

摘要

En 中文
Traditional modified vector coding (mVC) quantifies spatial segmental coordination using planar coupling angles. However, current approaches lack a method to find which joint couplings most affect task performance. We introduce the radial vector coding rVC, a 3D extension of mVC by transforming joint trajectories from Cartesian to spherical coordinates and defining a novel metric, the radial coordination variability (CVr) from fluctuations in the radial component over time. This spatially integrated approach captures deviations from steady motion trajectories and reflects dynamic coordination variability. We applied the method to gait data from 42 healthy adults (24 young, 18 older) walking at eight speeds (40-145 % of preferred speed, normalized as a Froude number). Using a spherical coordination transformation, we calculated CVrfor the pelvis, hip, knee, ankle, and foot. In young adults, CVrincreased with speed and was higher at distal joints, indicating adaptive flexibility. Older adults showed the same segmental hierarchy but with a reduced CVrat the ankle and knee, reflecting more constrained control. Significant joint x speed x age interactions confirmed that CVr captures both functional coordination and age-related adaptations. This new approach enables efficient, spatially integrated analysis of 3D movement coordination and variability. Compared to traditional mVC, rVC avoids combinative complexity in multi-joint systems, offering a scalable method for coordination analysis across tasks and populations.
Keyword:
Movement variability
Vector coding
Coordination
Stability
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期刊

J
Journal of Biomechanics
IF:
2.4
论文数:
306
被引数:
3.1W

机构

U
university of massachusetts amherst
学者数:
838
论文数: 448
被引数: 0
U
university of massachusetts system
学者数:
3.9W
论文数: 3.6W
被引数: 42
U
universidade de sao paulo
学者数:
10.6W
论文数: 6.7W
被引数: 93
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