 | 1 | initial version |
What's the best way to plot vector fields with singularities, for example if I take
var('x1 x2')
E1=vector([x1,x2])/(sqrt(x1^2+x2^2))^3
E2=E1.subs(x1=x1-1)
E=(E1-E2)
plot_vector_field(E,(x1,-3,3),(x2,-3,3))
I get the following ugly plot:
Is it possible to exclude a region around the singularities?
| | 2 | No.2 Revision |
What's the best way to plot vector fields with singularities, for example if I take
var('x1 x2')
E1=vector([x1,x2])/(sqrt(x1^2+x2^2))^3
E2=E1.subs(x1=x1-1)
E=(E1-E2)
plot_vector_field(E,(x1,-3,3),(x2,-3,3))
I get the following ugly plot:
Is it possible to exclude a region around the singularities?
There are some nice mathematica plots for a similar example in the answers to this question: http://mathematica.stackexchange.com/questions/4244/visualizing-a-complex-vector-field-near-poles
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