title: Bubble number saturation curve and asymptotics of hypobaric and hyperbaric exposures.
abstract: Within bubble number limits of the varying permeability and reduced gradient bubble models, it is shown that a linear form of the saturation curve for hyperbaric exposures and a nearly constant decompression ratio for hypobaric exposures are simultaneously recovered from the phase volume constraint. Both limits are maintained within a single bubble number saturation curve. A bubble term, varying exponentially with inverse pressure, provides closure. Two constants describe the saturation curve, both linked to seed numbers. Limits of other decompression models are also discussed and contrasted for completeness. It is suggested that the bubble number saturation curve thus provides a consistent link between hypobaric and hyperbaric data, a link not established by earlier decompression models.
authors.affiliation: Applied Theoretical Physics Division, Los Alamos National Laboratory, NM 87545.
authors.forename: B R
authors.initials: BR
authors.lastname: Wienke
mesh_terms: D001274:Atmospheric Pressure; D006801:Humans; D008433:Mathematics