Reverse Dive Profile 3A

Copyright 1999-2001 Eric Maiken

Here's the RDP 3A profile Erik analyzed, with the time scale extending to 60 min after the dive, and rates of 100 f/m on descent and 33 f/min on ascent


      depth(fsw)   run-time(min)  fO2 / fN2

0.` 0.`
[Graphics:Images/RDPW3A_gr_1.gif]
[Graphics:Images/RDPW3A_gr_2.gif]
[Graphics:Images/RDPW3A_gr_3.gif] [Graphics:Images/RDPW3A_gr_4.gif]
[Graphics:Images/RDPW3A_gr_5.gif]
[Graphics:Images/RDPW3A_gr_6.gif]
[Graphics:Images/RDPW3A_gr_7.gif] [Graphics:Images/RDPW3A_gr_8.gif]
[Graphics:Images/RDPW3A_gr_9.gif]
[Graphics:Images/RDPW3A_gr_10.gif]
0.` [Graphics:Images/RDPW3A_gr_11.gif]
[Graphics:Images/RDPW3A_gr_12.gif]
[Graphics:Images/RDPW3A_gr_13.gif]
[Graphics:Images/RDPW3A_gr_14.gif] [Graphics:Images/RDPW3A_gr_15.gif]
[Graphics:Images/RDPW3A_gr_16.gif]
[Graphics:Images/RDPW3A_gr_17.gif]
[Graphics:Images/RDPW3A_gr_18.gif] [Graphics:Images/RDPW3A_gr_19.gif]
[Graphics:Images/RDPW3A_gr_20.gif]
[Graphics:Images/RDPW3A_gr_21.gif]
[Graphics:Images/RDPW3A_gr_22.gif] [Graphics:Images/RDPW3A_gr_23.gif]
[Graphics:Images/RDPW3A_gr_24.gif]
[Graphics:Images/RDPW3A_gr_25.gif]
[Graphics:Images/RDPW3A_gr_26.gif] [Graphics:Images/RDPW3A_gr_27.gif]
[Graphics:Images/RDPW3A_gr_28.gif]
[Graphics:Images/RDPW3A_gr_29.gif]
0.` [Graphics:Images/RDPW3A_gr_30.gif]
[Graphics:Images/RDPW3A_gr_31.gif]
[Graphics:Images/RDPW3A_gr_32.gif]

Here's a plot of the ZHL-16 compartment tensions throughout RDP 3A sequence of dives

The hot colors are the fastest compartments of the ZHL-16 half-time set: {4.,8.,12.5,18.5,27.,38.3,64.3,77.,109.,146.,187.,239.,305.,390.,498.,635.} min
In and out gassing are symmetric.

The values are close to Erik's, however there are differences that are likely due to: 1) choice of compartment half-times; 2) My use of the Yount and Lally value for the sum of alveolar partial pressures: pp[Graphics:Images/RDPW3A_gr_33.gif] + pp[Graphics:Images/RDPW3A_gr_34.gif] = [Graphics:Images/RDPW3A_gr_35.gif] [atm], which is, perhaps, a bit large.

[Graphics:Images/RDPW3A_gr_36.gif]

Here's the time dependence of the set of 16 gradients: G(t) = [Graphics:Images/RDPW3A_gr_37.gif](t) - [Graphics:Images/RDPW3A_gr_38.gif]

The central portion of the plot represents the 120 min surface interval, where the gradients decay to the inherent-unsaturated value of ~ 0.68-1 Ata.

[Graphics:Images/RDPW3A_gr_39.gif]

Knowledge of the gradients allows us to calculate a number of quantities numerically

[Graphics:Images/RDPW3A_gr_40.gif]

[Graphics:Images/RDPW3A_gr_41.gif]


Converted by Mathematica      May 27, 2001