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Multivariate Multiscale Entropy Applied to Center of Pressure Signals Analysis: An Effect of Vibration Stimulation of Shoes

机译:多元多尺度熵应用于压力信号分析的中心:鞋的振动刺激的影响。

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Falls are unpredictable accidents and resulting injuries can be serious to the elderly. A preventative solution can be the use of vibration stimulus of white noise to improve the sense of balance. In this work, a pair of vibration shoes were developed and controlled by a touch-type switch which can generate mechanical vibration noise to stimulate the patient’s feet while wearing the shoes. In order to evaluate the balance stability and treatment effect of vibrating insoles in these shoes, multivariate multiscale entropy (MMSE) algorithm is applied to calculate the relative complexity index of reconstructed center of pressure (COP) signals in antero-posterior and medio-lateral directions by the multivariate empirical mode decomposition (MEMD). The results show that the balance stability of 61.5% elderly subjects is improved after wearing the developed shoes, which is more than 30.8% using multiscale entropy. In conclusion, MEMD-enhanced MMSE is able to distinguish the smaller differences between before and after the use of vibration shoes in both two directions, which is more powerful than the empirical mode decomposition (EMD)-enhanced MSE in each individual direction.
机译:跌倒是不可预测的事故,对老年人造成的伤害可能很严重。一种预防性解决方案是使用白噪声的振动刺激来改善平衡感。在这项工作中,开发了一双振动鞋,并通过触摸式开关进行控制,该开关可以产生机械振动噪声,从而在穿鞋时刺激患者的脚。为了评估鞋内振动鞋垫的平衡稳定性和治疗效果,应用多元多尺度熵(MMSE)算法计算前后左右方向的重建压力中心(COP)信号的相对复杂度指标。通过多元经验模式分解(MEMD)。结果表明,穿着发达的鞋子后,提高了61.5%的老年人的平衡稳定性,使用多尺度熵可以超过30.8%。总之,增强MEMD的MMSE能够区分两个方向上使用振动靴之前和之后的较小差异,这比每个方向上的经验模态分解(EMD)增强的MSE更强大。

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