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We start from a mathematical model which describes the collective motion of bacteria taking into account the underlying biochemistry. This model was first introduced by Keller-Segel [13]. A new formulation of the system of partial differential equations is obtained by the introduction of a new variable (this new variable is similar to the quasi-Fermi level in the framework of semiconductor modelling). This new system of P.D.E. is approximated via a mixed finite element technique. The solution algorithm...
We start from a mathematical model which describes the collective motion
of bacteria taking into account the underlying biochemistry. This model
was first introduced by Keller-Segel [13].
A new formulation of the system of partial differential equations is
obtained by the introduction of a new variable (this new variable is similar
to the quasi-Fermi level in the framework of semiconductor modelling).
This new system of P.D.E. is approximated via a mixed finite element technique.
The solution...
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