Whole Body VibrationAnimal model2007

The apparent mass of the seated human exposed to single-axis and multi-axis whole-body vibration.

Journal of biomechanics

confidence

Key findings

Apparent mass resonance frequency is a function of total vibration magnitude in all axes, not direction-specific; peak frequency varies between axes.

View source on PubMed (PMID 17187806) ↗

Sample size
15
Population
15 seated human subjects exposed to whole-body vibration
Dosing
28 vibration conditions comprising every combination of single-axis and tri-axial vibration with magnitudes of 0.4 and 0.8 ms(-2) r.m.s. in each direction
Duration
not_reported
Route
whole-body vibration
Blinding
not_reported
Controls
none
Drug class
physical modality
Full abstract

Most workplaces where workers are exposed to whole-body vibration involves simultaneous motion in the fore-and-aft (x-), lateral (y-) and vertical (z-) directions. Previous studies reporting the biomechanical response of people exposed to vibration have almost always used single-axis vibration stimuli. This paper reports a study where apparent masses of 15 subjects were measured whilst exposed to single-axis and tri-axial whole-body vibration. Each subject was exposed to 28 vibration conditions comprising every combination of single-axis and tri-axial vibration with magnitudes of 0.4 and 0.8 ms(-2) r.m.s. in each direction, once with backrest contact and once without backrest contact. Results show that increasing the magnitude of vibration in directions orthogonal to that being measured affects the apparent mass, causing a reduction in the resonance frequency as the total magnitude of vibration increases. It is demonstrated that the apparent mass resonance frequency is a function of the total vibration magnitude in all axes rather than a function of the vibration magnitude in the direction being measured. It is also shown that, for individuals, the frequency of the peak in the apparent mass in one direction is not related to the frequency of the peak in another direction. It is concluded that more complex biomechanical models are required in order to simulate human response to multi-axis vibration.

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