Using animal data to improve prediction of human decompression risk following air-saturation dives.

To plan for any future rescue of personnel in a disabled and pressurized submarine, the US Navy needs a method for predicting risk of decompression sickness under possible scenarios for crew recovery. Such scenarios include direct ascent from compressed air exposures with risks too high for ethical human experiments. Animal data, however, with their extensive range of exposure pressures and incidence of decompression sickness, could improve prediction of high-risk human exposures. Hill equation dose-response models were fit, by using maximum likelihood, to 898 air-saturation, direct-ascent dives from humans, pigs, and rats, both individually and combined. Combining the species allowed estimation of one, more precise Hill equation exponent (steepness parameter), thus increasing the precision associated with human risk predictions. These predictions agreed more closely with the observed data at 2 ATA, compared with a current, more general, US Navy model, although the confidence limits of both models overlapped those of the data. However, the greatest benefit of adding animal data was observed after removal of the highest risk human exposures, requiring the models to extrapolate.

[1]  T. E. Berghage,et al.  Equivalent air depth: fact or fiction. , 1979, Undersea biomedical research.

[2]  R S Lillo,et al.  Decompression outcome following saturation dives with multiple inert gases in rats. , 1985, Journal of applied physiology.

[3]  Ss Survanshi,et al.  The Dive Profiles and Manifestations of Decompression Sickness Cases After Air and Nitrogen-Oxygen Dives. Volume 2. Complete Profiles and Graphic Representations for DCS Events. , 1999 .

[4]  D. Marquardt An Algorithm for Least-Squares Estimation of Nonlinear Parameters , 1963 .

[5]  David M. Dromsky,et al.  Natural history of severe decompression sickness after rapid ascent from air saturation in a porcine model. , 2000, Journal of applied physiology.

[6]  R. Fisher The Advanced Theory of Statistics , 1943, Nature.

[7]  T E Berghage,et al.  Species differences in decompression. , 1979, Undersea biomedical research.

[8]  R. Lillo,et al.  Decompression comparison of N2 and O2 in rats. , 1991, Undersea biomedical research.

[9]  Ss Survanshi,et al.  Estimated DCS Risks in Pressurized Submarine Rescue , 1999 .

[10]  E. T. Flynn,et al.  CALIBRATION OF INERT GAS EXCHANGE IN THE MOUSE , 1971 .

[11]  Maurice G. Kendall The advanced theory of statistics , 1958 .

[12]  J S Haldane,et al.  The Prevention of Compressed-air Illness , 1908, Journal of Hygiene.

[13]  P K Weathersby,et al.  Probabilistic models of the role of oxygen in human decompression sickness. , 1996, Journal of applied physiology.

[14]  Ec Parker,et al.  The Dive Profiles and Manifestations of Decompression Sickness Cases After Air and Nitrogen-Oxygen Dives. Volume 1: Data Set Summaries, Manifestation Descriptions, and Key Files. , 1999 .

[15]  R Ball,et al.  Predicting risk of decompression sickness in humans from outcomes in sheep. , 1999, Journal of applied physiology.

[16]  R. Lillo,et al.  Mixed-gas model for predicting decompression sickness in rats. , 2000, Journal of applied physiology.

[17]  E T Flynn,et al.  On the likelihood of decompression sickness. , 1984, Journal of applied physiology: respiratory, environmental and exercise physiology.

[18]  E D Thalmann,et al.  Improved probabilistic decompression model risk predictions using linear-exponential kinetics. , 1997, Undersea & hyperbaric medicine : journal of the Undersea and Hyperbaric Medical Society, Inc.

[19]  R. Lillo,et al.  Effect of N2-He-O2 on decompression outcome in rats after variable time-at-depth dives. , 1988, Journal of applied physiology.