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From: Torsten Hennig on 15 Mar 2010 06:18
> > y(1) becomes arbitrarily large as t approaches
> > 4.828591e-3.
> > The reason for the solver to quit lies in your
> model
> > equations.
> >
> > Best wishes
> > Torsten.
>
> Dear Torsten,
>
> It makes sence. However, the equation works in
> mathematica and was copied from an official research
> paper with tested parameters. See the picture below
> with the set of ODE's:
>
> http://jutas.eet.bme.hu/~exi/soton/ODE.png
>
> Thank you for your help.
>
> Regards,
>
> Marton

If you want to solve the above equations,
change your denominator in dydt(1) from 1+B^2
to 1+A^2.

Best wishes
Torsten.
From: Bjorn Gustavsson on 15 Mar 2010 10:21
"Marton Buda" <existen1(a)freemail.hu> wrote in message <hnlf0m$jjd$1(a)fred.mathworks.com>...
> > y(1) becomes arbitrarily large as t approaches
> > 4.828591e-3.
> > The reason for the solver to quit lies in your model
> > equations.
> >
> > Best wishes
> > Torsten.
>
> Dear Torsten,
>
> It makes sence. However, the equation works in mathematica and was copied from an official research paper with tested parameters. See the picture below with the set of ODE's:
>
> http://jutas.eet.bme.hu/~exi/soton/ODE.png
>
> Thank you for your help.
>
Nope. You have a typo in your code. For yp(1) you have:
(...)/(1+y(2)^2) and you should have (...)/(1+y(1)^2)

HTH,
Bjeorn
From: Marton Buda on 15 Mar 2010 16:25

> Nope. You have a typo in your code. For yp(1) you have:
> (...)/(1+y(2)^2) and you should have (...)/(1+y(1)^2)
>
> HTH,
> Bjeorn

Thank you soo much Bjeorn, i was not looking at it precisely.

Kind regards,

Marton
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