| Literature DB >> 29214168 |
Y Xu1,2, Q Hou3, C Wang1, T Simpson2, B Bennett4, S Russell2.
Abstract
We aim to test how well modern nonhabitual barefoot people can adapt to barefoot and Minimalist Bare Foot Technology (MBFT) shoes, in regard to gait symmetry. 28 healthy university students (22 females/6 males) were recruited to walk on a 10-meter walkway randomly on barefoot, in MBFT shoes, and in neutral running shoes at their comfortable walking speed. Kinetic and kinematic data were collected using an 8-camera motion capture system. Data of joint angles, joint forces, and joint moments were extracted to compute a consecutive symmetry index. Compared to walking in neutral running shoes, walking barefoot led to worse symmetry of the following: ankle joint force in sagittal plane, knee joint moment in transverse plane, and ankle joint moment in frontal plane, while improving the symmetry of joint angle in sagittal plane at ankle joints and global (hip-knee-ankle) level. Walking in MBFT shoes had intermediate gait symmetry performance as compared to walking barefoot/walking in neutral running shoes. We conclude that modern nonhabitual barefoot adults will lose some gait symmetry in joint force/moment if they switch to barefoot walking without fitting in; MBFT shoe might be an ideal compromise for healthy youth as regards gait symmetry in walking.Entities:
Mesh:
Year: 2017 PMID: 29214168 PMCID: PMC5682091 DOI: 10.1155/2017/4316821
Source DB: PubMed Journal: Biomed Res Int Impact factor: 3.411
Figure 1Two types of footwear tested: MBFT shoe (a) and neutral shoe (b).
SIs in 3 conditions in joint angle perspective.
| Level | Dimension of motion | Barefoot | MBFT shoe | Neutral shoe |
|---|---|---|---|---|
| Mean (SD) | Mean (SD) | Mean (SD) | ||
| Hip (H) | Sagittal (S) | 5.15 (1.99) | 6.40 (3.03) | 6.40 (2.86) |
| Transverse (T) | 26.23 (17.46) | 32.86 (17.60) | 34.91 (20.11) | |
| Frontal (F) | 29.91 (20.27) | 29.86 (19.82) | 32.76 (20.06) | |
| Global (S-T-F) | 20.43 (18.83) | 23.04 (19.32) | 24.69 (20.86) | |
| Knee (K) | Sagittal (S) | 8.53 (3.49) | 8.37 (3.14) | 8.48 (2.60) |
| Transverse (T) | 41.92 (37.69) | 47.87 (41.62) | 48.87 (41.58) | |
| Frontal (F) | 15.04 (9.95) | 16.56 (9.83) | 18.56 (12.90) | |
| Global (S-T-F) | 21.83 (26.64) | 24.27 (29.85) | 25.30 (30.29) | |
| Ankle (A) | Sagittal (S) | 7.55 (4.13) | 9.85 (3.35) | 10.06 (3.84)Δ |
| Transverse (T) | 25.75 (18.65) | 23.53 (17.44) | 25.83 (14.44) | |
| Frontal (F) | 28.72 (20.03) | 30.70 (26.51) | 27.48 (18.75) | |
| Global (S-T-F) | 20.68 (18.38) | 21.36 (20.17) | 21.12 (15.79) | |
| Global (H-K-A) | Sagittal (S) | 7.07 (3.59) | 8.21 (3.44) | 8.31 (3.45)Δ |
| Transverse (T) | 31.30 (27.05) | 34.76 (29.41) | 36.54 (29.20) | |
| Frontal (F) | 24.56 (18.51) | 25.71 (20.74) | 26.27 (18.28) | |
| Global (S-T-F) | 20.98 (21.54) | 22.89 (23.54) | 23.71 (23.09) |
Note. ∗ indicates p < 0.05 between MBFT shoe and barefoot; Δ indicates p < 0.05 between neutral shoe and barefoot.
Figure 2Curves illustrate the adaptive response in joint angle symmetry of subject 12 (a) and subject 13 (b). Left side (dark blue solid line), right side (light blue solid line), the curve of symmetry function (SF) was also drawn to supply information about the time dependency of symmetry during the stance phase (red dash-dot line), and the level of SI was illustrated as a dot line (red).
SIs in 3 conditions in joint force perspective.
| Level | Dimension of motion | Barefoot | MBFT shoe | Neutral shoe |
|---|---|---|---|---|
| Mean (SD) | Mean (SD) | Mean (SD) | ||
| Hip (H) | Sagittal (S) | 12.55 (2.51) | 12.74 (2.97) | 11.99 (3.11) |
| Transverse (T) | 21.06 (10.54) | 19.78 (7.36) | 19.77 (6.58) | |
| Frontal (F) | 5.14 (1.60) | 5.76 (2.81) | 5.90 (3.69) | |
| Global (S-T-F) | 12.92 (9.05) | 12.76 (7.50) | 12.55 (7.37) | |
| Knee (K) | Sagittal (S) | 11.18 (3.27) | 10.76 (2.57) | 10.31 (2.86) |
| Transverse (T) | 16.53 (6.85) | 14.82 (4.30) | 14.93 (4.56) | |
| Frontal (F) | 5.61 (1.57) | 6.54 (3.36) | 6.69 (4.32) | |
| Global (S-T-F) | 11.11 (6.29) | 10.71 (4.83) | 10.64 (5.20) | |
| Ankle (A) | Sagittal (S) | 20.26 (4.78) | 18.98 (3.90) | 17.72 (4.63)Δ |
| Transverse (T) | 25.87 (15.85) | 24.00 (14.90) | 24.68 (11.69) | |
| Frontal (F) | 5.36 (1.65) | 6.29 (3.47) | 6.54 (4.49) | |
| Global (S-T-F) | 17.16 (12.88) | 16.42 (11.72) | 16.32 (10.70) | |
| Global (H-K-A) | Sagittal (S) | 14.66 (5.39) | 14.16 (4.73) | 13.34 (4.79) |
| Transverse (T) | 21.15 (12.16) | 19.54 (10.50) | 19.80 (9.02) | |
| Frontal (F) | 5.37 (1.60) | 6.20 (3.20) | 6.38 (4.14) | |
| Global (S-T-F) | 13.73 (10.07) | 13.30 (8.80) | 13.17 (8.39) |
Note. Δ indicates p < 0.05 between neutral shoe and barefoot.
SIs in 3 conditions in joint moment perspective.
| Level | Dimension of motion | Barefoot | MBFT shoe | Neutral shoe |
|---|---|---|---|---|
| Mean (SD) | Mean (SD) | Mean (SD) | ||
| Hip (H) | Sagittal (S) | 21.77 (8.66) | 22.83 (7.45) | 20.81 (7.10) |
| Transverse (T) | 27.42 (3.36) | 26.08 (3.09) | 25.52 (4.94) | |
| Frontal (F) | 27.30 (9.26) | 25.71 (9.17) | 24.23 (9.09) | |
| Global (S-T-F) | 25.50 (7.94) | 24.87 (7.12) | 23.52 (7.43) | |
| Knee (K) | Sagittal (S) | 29.88 (15.56) | 30.16 (10.52) | 28.18 (10.00) |
| Transverse (T) | 34.03 (5.09) | 31.49 (4.82) | 29.62 (6.11)Δ | |
| Frontal (F) | 30.24 (13.41) | 28.73 (12.88) | 28.35 (10.49) | |
| Global (S-T-F) | 31.39 (12.21) | 30.13 (9.94) | 28.72 (9.00) | |
| Ankle (A) | Sagittal (S) | 24.50 (11.97) | 23.88 (8.72) | 23.61 (7.94) |
| Transverse (T) | 12.16 (2.50) | 12.75 (4.60) | 12.25 (2.50) | |
| Frontal (F) | 40.53 (15.54) | 44.42 (16.95) | 49.64 (17.30)Δ | |
| Global (S-T-F) | 25.73 (16.24) | 27.02 (17.30) | 27.08 (17.58) | |
| Global (H-K-A) | Sagittal (S) | 25.38 (12.70) | 25.62 (9.45) | 24.20 (8.88) |
| Transverse (T) | 24.54 (9.95) | 23.44 (8.96) | 22.46 (8.82) | |
| Frontal (F) | 32.69 (14.05) | 32.95 (15.59) | 34.07 (16.90) | |
| Global (S-T-F) | 27.54 (12.84) | 27.34 (12.37) | 26.91 (13.13) |
Note. Δ indicates p < 0.05 between neutral shoe and barefoot.