1. A hand speed-duty cycle equation for estimating the ACGIH hand activity level rating
- Author
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Oguz Akkas, Sheryl S. Ulin, Robert G. Radwin, David P. Azari, Thomas J. Armstrong, David Rempel, Chia Hsiung Eric Chen, and Yu Hen Hu
- Subjects
Engineering ,Work ,Threshold limit value ,Movement ,Monte Carlo method ,Physical Exertion ,Physical Therapy, Sports Therapy and Rehabilitation ,Human Factors and Ergonomics ,Residual ,Article ,Root mean square ,Statistics ,Linear regression ,Task Performance and Analysis ,Range (statistics) ,Humans ,Threshold Limit Values ,Simulation ,Occupational Health ,Anthropometry ,business.industry ,Regression analysis ,Hand ,United States ,Biomechanical Phenomena ,Military Personnel ,Duty cycle ,Regression Analysis ,business - Abstract
An equation was developed for estimating hand activity level (HAL) directly from tracked root mean square (RMS) hand speed (S) and duty cycle (D). Table lookup, equation or marker-less video tracking can estimate HAL from motion/exertion frequency (F) and D. Since automatically estimating F is sometimes complex, HAL may be more readily assessed using S. Hands from 33 videos originally used for the HAL rating were tracked to estimate S, scaled relative to hand breadth (HB), and single-frame analysis was used to measure D. Since HBs were unknown, a Monte Carlo method was employed for iteratively estimating the regression coefficients from US Army anthropometry survey data. The equation: HAL = 10[e(-15:87+0:02D+2:25 ln S)/(1+e(-15:87+0:02D+2:25 ln S)], R(2) = 0.97, had a residual range ± 0.5 HAL. The S equation superiorly fits the Latko et al. ( 1997 ) data and predicted independently observed HAL values (Harris 2011) better (MSE = 0.16) than the F equation (MSE = 1.28).
- Published
- 2014