The Impact of Visual Input and Support Area Manipulation on Postural Control in Subjects after Osteoporotic Vertebral Fracture

被引:10
作者
Blazkiewicz, Michalina [1 ]
Kedziorek, Justyna [1 ]
Hadamus, Anna [2 ]
机构
[1] Jozef Pilsudski Univ Phys Educ Warsaw, Dept Physiotherapy, PL-00968 Warsaw, Poland
[2] Med Univ Warsaw, Dept Rehabil, Fac Med Sci, PL-02091 Warsaw, Poland
关键词
sample entropy; fractal dimension; center of pressure; postural control; osteoporosis; BALANCE CHARACTERISTICS; APPROXIMATE ENTROPY; SAMPLE ENTROPY; TIME-SERIES; PRESSURE; STANCE; ADULTS; YOUNG; VARIABILITY; PERFORMANCE;
D O I
10.3390/e23030375
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
Osteoporosis is a prevalent health concern among older adults and is associated with an increased risk of falls that may result in fracture, injury, or even death. Identifying the risk factors for falls and assessing the complexity of postural control within this population is essential for developing effective regimes for fall prevention. The aim of this study was to assess postural control in individuals recovering from osteoporotic vertebral fractures while performing various stability tasks. Seventeen individuals with type II osteoporosis and 17 healthy subjects participated in this study. The study involved maintaining balance while standing barefoot on both feet for 20 s on an Advanced Mechanical Technology Inc. (AMTI) plate, with eyes open, eyes closed, and eyes closed in conjunction with a dual-task. Another three trials lasting 10 s each were undertaken during a single-leg stance under the same conditions. Fall risk was assessed using the Biodex Balance platform. Nonlinear measures were used to assess center of pressure (CoP) dynamics in all trials. Reducing the support area or elimination of the visual control led to increased sample entropy and fractal dimension. Results of the nonlinear measurements indicate that individuals recovering from osteoporotic vertebral fractures are characterized by decreased irregularity, mainly in the medio-lateral direction and reduced complexity.
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页数:13
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