A mathematical model for decompression
Copyright policy )A mathematical model for decompression
A mathematical model for decompression is presented. It includes a first- order linear differential equation, which models the diffusion of gases within the body, as well as initial conditions and a nonlinear constraint inequality which insures safety from decompression sickness. The model is solved (numerically and/or analytically) under various hypotheses, and the results are compared with the U.S. Navy Dive Table.
- Michigan Technological University United States
Haldane model, Linear ordinary differential equations and systems, Physiological, cellular and medical topics, initial conditions, decompression sickness, nonlinear constraint inequality, Medical applications (general), first-order linear differential equation, extended model, diffusion of gases, Engineering(all)
Haldane model, Linear ordinary differential equations and systems, Physiological, cellular and medical topics, initial conditions, decompression sickness, nonlinear constraint inequality, Medical applications (general), first-order linear differential equation, extended model, diffusion of gases, Engineering(all)
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