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a bug of "plotode"?
03-18-2016, 04:03 PM
Post: #2
RE: a bug of "plotode"?
Try with a precise interval in x
Code:
plotode(x*sin(y),[x=-10..10,y],[-2,2])
otherwise autoscaling fails. Indeed the general solution is
Code:
desolve(y'=x*sin(y))
Code:
2*atan(exp(x^2/2)/c_0)+2*n_1*pi
therefore the limit (2k+1)*pi is reached very fast (because of the exponential), and the y-scaling algorithm fails.
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Messages In This Thread
a bug of "plotode"? - kilasuelika - 03-18-2016, 03:48 PM
RE: a bug of "plotode"? - parisse - 03-18-2016 04:03 PM
RE: a bug of "plotode"? - kilasuelika - 03-18-2016, 04:15 PM
RE: a bug of "plotode"? - parisse - 03-18-2016, 07:06 PM
RE: a bug of "plotode"? - kilasuelika - 03-19-2016, 09:25 AM
RE: a bug of "plotode"? - leprechaun - 03-23-2016, 06:28 AM



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