- #1
Vrbic
- 407
- 18
Hello,
can someone advise me how to solve numerically ODE which consist of function with "critical point" (Im not sure if it is good definition)? I mean for example this one:
[itex]y'(x)=\frac{\sin{x}}{x}[/itex], where in x=0 has function a "problem". I know that limit ->1 but in numerical solutions it blows up.
I know that for example Mathematica can do that analytically but I would like to know general procedure for this issue.
Thank you for your comments or advices.
can someone advise me how to solve numerically ODE which consist of function with "critical point" (Im not sure if it is good definition)? I mean for example this one:
[itex]y'(x)=\frac{\sin{x}}{x}[/itex], where in x=0 has function a "problem". I know that limit ->1 but in numerical solutions it blows up.
I know that for example Mathematica can do that analytically but I would like to know general procedure for this issue.
Thank you for your comments or advices.