| Literature DB >> 23496924 |
Philippe Terrier1, François Luthi, Olivier Dériaz.
Abstract
BACKGROUND: Complex foot and ankle fractures, such as calcaneum fractures or Lisfranc dislocations, are often associated with a poor outcome, especially in terms of gait capacity. Indeed, degenerative changes often lead to chronic pain and chronic functional limitations. Prescription footwear represents an important therapeutic tool during the rehabilitation process. Local Dynamic Stability (LDS) is the ability of locomotor system to maintain continuous walking by accommodating small perturbations that occur naturally during walking. Because it reflects the degree of control over the gait, LDS has been advocated as a relevant indicator for evaluating different conditions and pathologies. The aim of this study was to analyze changes in LDS induced by orthopaedic shoes in patients with persistent foot and ankle injuries. We hypothesised that footwear adaptation might help patients to improve gait control, which could lead to higher LDS:Entities:
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Year: 2013 PMID: 23496924 PMCID: PMC3608952 DOI: 10.1186/1471-2474-14-94
Source DB: PubMed Journal: BMC Musculoskelet Disord ISSN: 1471-2474 Impact factor: 2.362
Figure 1Individual changes of dynamic stability induced by orthopaedic shoes. Individual results of local dynamic stability (Maximal finite time Lyapunov exponents (λ*), i.e. rate of divergence) are presented. Discontinuous lines join the individual results of control trials with Standard Shoes (SS) and Orthopaedic Shoes (OS) trials (N = 25). Boxplots show the quartiles and the median. Columns represent the 3 axes of trunk acceleration, as measured by the triaxial accelerometer.
Descriptive statistics
| | | | | ||||||
|---|---|---|---|---|---|---|---|---|---|
| Step frequency (Hz) | | 1.76 | (0.18) | 1.69–1.82 | 1.76 | (0.17) | 1.70–1.82 | 0.0% | 0.51 |
| | ML | 0.70 | (0.15) | 0.64–0.76 | 0.63 | (0.10) | 0.59–0.67 | -10% | 0.00 |
| Dynamic stability (λ*) | V | 0.71 | (0.14) | 0.65–0.76 | 0.65 | (0.11) | 0.60–0.69 | -9% | 0.03 |
| AP | 0.64 | (0.15) | 0.58–0.70 | 0.60 | (0.08) | 0.56–0.63 | -7% | 0.04 | |
Values are expressed as mean (N = 25), Standard Deviation (SD) and 95% Confidence Interval (mean ±1.96 times the Standard Error of the Mean). Relative change is the average percentage of change induced by orthopaedic shoes (i.e. column B minus column A divided by column A). The t-test column shows the p values of paired t-tests. Step frequency is the number of steps per second (walking cadence). Dynamic stability is defined as the logarithmic rate of divergence in the acceleration signals (finite time Lyapunov exponent, λ*). ML, V and AP stand for respectively Medio-Lateral, Vertical and Antero-posterior accelerations, i.e. the 3 axes measured by the triaxial accelerometer.
Figure 2Effect size: changes induced by orthopaedic shoes. Black circles are the standardized effect size (Hedges’s g). Horizontal lines are the 95% confidence intervals, computed as ±1.96 times the Standard Error. The arbitrary limit of 0.5 (vertical dotted line) corresponds to a medium effect as defined by Cohen. Dynamic stability is defined as the logarithmic rate of divergence (finite time Lyapunov exponent, λ*). ML, V and AP stand for Medio-Lateral, Vertical and Antero-Posterior accelerations, i.e. the 3 axes of trunk acceleration as measured by the triaxial accelerometer.