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For those having a similar problem, what worked for me was the solution provided by Sandip here : http://www.mathworks.com/matla...

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Answered 1 year ago

Thanks a lot, this worked. It gives me the right fixed points!

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Responded 2 years ago

Alan_Weiss <aweiss@mathworks.com> wrote in message Oh of course, thank you Alan! But then, how can I solve this system with th...

Hi all, I have a non linear differential equation: whose solutions must lie on the unit sphere. I'm trying to compute the fix...

Posted 2 years ago

Hi all, I have a non linear differential equation: dm(1) = f1(m(1),m(2),m(3)) dm(2) = f2(m(1),m(2),m(3)) dm(3) = f...

3 Answers

Asked 2 years ago

Dear all, I lowered the XLabel position of a figure by doing xlabh = get(gca,'XLabel'); set(xlabh,'Position',get(xlab...

1 Answers

Asked 1 year ago

Hello, My question seems so stupid that I feel obliged to say I have already looked for an answer on Mathworks. When I use _h...

Dear all, I have what may be a naive question about how Matlab truly works. I have an ODE whose solution lies on the unit sph...

Dear all, I have to simulate the behaviour of a magnetic system described by a generalised Landau Lifshitz Gilbert equation, ...

Dear all, I have a rather weird bug with the surf function. Here is what I do: figure surf(XF,YF,ZF,FreeEnergy,'EdgeC...

0 Answers

Hello everyone, I have to draw a surface on which I should be able to easily locate the points where it takes the value zero....

Dear all, I have a three-dimensional ode which I'd like to solve using a 4th order Runge-Kutta method, but I'd like the solut...

Thanks to Sven and my apologies to Alan for not having indicated before that the problem was solved, I completely forgot this di...

Answered 2 years ago