| Literature DB >> 24756067 |
Daniel Mon1, Maria S Zakynthinaki2, Carlos A Cordente1, Antonio Monroy Antón3, David López Jiménez4.
Abstract
We present and validate a test able to provide reliable body sway measurements in air pistol shooting, without the use of a gun. 46 senior male pistol shooters who participated in Spanish air pistol championships participated in the study. Body sway data of two static bipodal balance tests have been compared: during the first test, shooting was simulated by use of a dumbbell, while during the second test the shooters own pistol was used. Both tests were performed the day previous to the competition, during the official training time and at the training stands to simulate competition conditions. The participantś performance was determined as the total score of 60 shots at competition. Apart from the commonly used variables that refer to movements of the shooters centre of pressure (COP), such as COP displacements on the X and Y axes, maximum and average COP velocities and total COP area, the present analysis also included variables that provide information regarding the axes of the COP ellipse (length and angle in respect to X). A strong statistically significant correlation between the two tests was found (with an interclass correlation varying between 0.59 and 0.92). A statistically significant inverse linear correlation was also found between performance and COP movements. The study concludes that dumbbell tests are perfectly valid for measuring body sway by simulating pistol shooting.Entities:
Mesh:
Year: 2014 PMID: 24756067 PMCID: PMC3995966 DOI: 10.1371/journal.pone.0096106
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Participants profile, mean values ± standard deviation.
| Age (years) | 42,7 | ± | 10,67 |
| Height (m) | 1,75 | ± | 0,07 |
| Weight (Kg) | 87,38 | ± | 13,3 |
| BMI (kg/m2) | 28,6 | ± | 4,6 |
| Experience (years) | 11,92 | ± | 8,9 |
| Training (hours/week) | 5,7 | ± | 5,64 |
| Performance | 548,2 | ± | 13,7 |
Mean ± standard deviations of the variables referring to the participants COP movement.
|
|
| |
|
| 14.96±4.15 | 15.15±4.03 |
|
| 7.42±1.75 | 7.94±2.6 |
|
| 14.85±3.88 | 15.33±3.41 |
|
| 10.52±3.44 | 10.34±3.19 |
|
| 3,39±10,39 | 4,45±9,75 |
|
| 121.95±80.06 | 121.21±66.64 |
|
| 16.15±2.27 | 16.52±2.42 |
|
| 75.01±11.24 | 75.98±11.95 |
|
| 24.07±3.67 | 24.11±3.54 |
|
| 112.10±17.72 | 109.91±16.82 |
|
| 31.87±4.50 | 32.16±4.46 |
|
| 115.91±18.30 | 113.88±17.38 |
The units are: COP displacements, m*10−3; angle, degrees; area, m*10−6; COP velocities, m/sec*10−3.
Figure 1Examples of body sway graph showing the COP movements of the same participant, as recorded on the force platform plane.
(a): By use of a pistol, (b) by use of a dumbbell simulating a pistol. The total COP movement can be assumed to be included within an ellipse, the principal axis of which is rotated in respect to X axis.
Linear correlations between performance and a) length of the COP ellipse principal axis in dumbbell shooting, b) maximum COP displacement on the X axis in pistol shooting, c) experience and d) training.
| r | r2 corrected | CV% = SD/M×100 | significance | |
| COP ellipse principal axis, dumbbell | 0,32 | 0,1 | 2,39 | 0,03 |
| Max. COP X displacement, pistol | 0,3 | 0,09 | 2,16 | 0,04 |
| Experience | 0,38 | 0,12 | 2,34 | 0,01 |
| Training | 0,46 | 0,19 | 2,24 | 0,001 |
Coefficient of variation = SD/M×100.
*Level of significance p<0.05,
**Level of significance p<0.01.
Pearson interclass correlations for the variables that refer to the movement of the COP, for the data of both tests.
| Variable | Pearson correlation coefficient |
|
| 0,60 |
|
| 0,64 |
|
| 0,59 |
|
| 0,59 |
|
| 0,68 |
|
| 0,73 |
|
| 0,87 |
|
| 0,75 |
|
| 0,92 |
|
| 0,81 |
|
| 0,91 |
|
| 0,85 |
Level of significance p<0.001.