Good afternoon!
More recently started to learn the language Mathematica, decided to use it to solve one of the equations given scientific director at the university.
I have the equation of the type (attached image). Tried to implement it in Mathematica 10, but the result (graph) is not very similar to the truth. The question arises: mathematically, I (sort of) correctly described the equation, but the answer is clearly not what it should be. Tell me, what could be the problem?
In order Bessel equation used 0 , 1, 2.
eps1=eps2=0.5
k=3
beta=0,999
I enclose a picture - should look like the graph .
Sorry for my English, I use Google translator.
Kind regards,
Denis
Denis, please provide the Mathematica code which gave you a graph which you compared to the one of your figure.
Aha! You did already, but my English speaking version of Mathematica does not open a file with a name containing kyrillic letters.
Fine.
With the default options which you are using the graphics comes out quite irregularly. But adding the options PlotPoints->100 turns it into a system of smooth curves. This, however, does not match your graphics quantitatively. I guess that your definition of S1 … S6 does not exactly
match the form which underlies your graphics. Hope this helps.
Thank you, and a graph of the truth has become smoother. The question is precisely what can be wrong? I suspect that in the condition I have given the first derivative “Bessel K” and others. I outlined them in the right code?
Another question is this. On my system, the variable “R” changes in the gap [0;25] and the variables “Kz” are changed from [0;3.1].
Tried to build a separate S1-S6 and the program does not give me the addiction. I do not understand, it seems the problem in the code. The question is whether I even brought it? For the first time use wolfram mathematica mistakes can be very trivial. If not difficult, review of the at least one “S” may be wrong, I just laid out code.
Kind regards,
Denis.