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NDSolve error: Cannot solve to find an explicit formula for the derivatives

Posted 2 years ago
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POSTED BY: Anand Mathew
6 Replies
POSTED BY: Michael Rogers
Posted 2 years ago

You have q in equations 5 and 6 that you probably meant to be q1.

I found those when I tried bumping the WorkingPrecision up to 128, which meant I had to adjust your machine precision constants, wondering if your wide variation in the sizes of your exponents might be behind the problem, and that gave

NDSolve The initialization of the method NDSolve`StateSpace failed.

That might be the hint that someone needs to let you know how to change methods.

Your wording is sort of implying that you are setting f=0 in your equations to get rid of terms. That might be fine when a term is multiplied by f, but you have two cases where a term is divided by f.The result of setting f to zero or taking the limit as f goes to zero for those is going to be very different. Do you actually mean that you are just removing terms and not considering what the value of f might be?

POSTED BY: Bill Nelson
Posted 2 years ago

I basically divided the equations by f thats why f is in the denominator. but the original equations have f in the numerator (I did that to make the coefficints of the derivatives as 1). So basically I wanted to see what changes in the plot as I input the value of f to be zero. This would gives the equation as in case 2. the equations in case 2 are derived setting f to be zero earlier. The values of q1 and q are same. Probably it is the method. Do you have any suggestions as to what method I can use?

POSTED BY: Anand Mathew
Posted 2 years ago
POSTED BY: Bill Nelson
Posted 2 years ago

Is it a simple typo? Should be Psol1[x] rather than Psol[x]?

Plot[{Psol1[x]}, {x, 0, 10^-9}, PlotLegends -> {"P(x)"}]
POSTED BY: Rohit Namjoshi
Posted 2 years ago

It still shows the same! I was trying something thats why the typo came in. Still getting the same error.

POSTED BY: Anand Mathew
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