This diffusion process takes place inside a medium defined by means of
the mathematical model of the smallest scales of the human lung due to Hiroko Kitaoka
from the Osaka University Medical School.
This model is defined as a space filling tree
and in this particular computation, it is built inside a 5x5x5 cubic mesh
(the real one being 8x8x8).
All 29987 particles (grep and orange ones) own exactly the same physical properties
except for the interaction with the membrane.
The 4969 orange particles are initially close to the tree root; they are created all along the
simulation in order to compensate for the ones that are lost due to the permeability
of the membrane.
The partial pressure of Nitrogen (80%) and of Oxygen (20%) is maintained.
Here are some close-ups of this diffusion process:
The same model used in a bidimensional space gives a better understanding of the process:
(CMAP28 WWW site: this page was created on 03/21/2002 and last updated on 12/09/2024 12:41:15 -CET-)