Hello list,
For twenty years I have worked to find a mathematical model
of the hearing system. I now am satisfied that my model
works for humans. microchiropter and odontocetes. To
implement the final piece of software I need to solve for
the outputs, as a function of time, of each of 3200 inner
hair cells. This is equivalent to 6400 DE's which, because
of the geometry, form a tri-diagonal matrix.
1. At each of the 3200 IHC I have a second order DE.
representing a "T" section of RLC components. As the index
(1 - 3200) changes so do the values of the RLC components.
2. What is the best way to determine the individual
equations for use in Runge-Kutta ?
3. 6400 first order DE's is a long way to go. Has anyone
any ideas for me ?
Fred
I'm an EE not a mathematician
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Fred Herzfeld, MIT class of 1954
78 Glynn Marsh Drive # 59
Brunswick, Ga. 31525
USA
tel: (912) 262-1276
Web: http://alum.mit.edu/www/herzfeld (not up yet)