> var('x, y, z'); > @interact > def _(a=(-1,1,.1),b=(-1,1,.1),c=(-2,2,.2)): > A1 = implicit_plot3d(z==c,(x,-2.1,2),(y,-2,2),(z,-2,2), > color='red', opacity=0.25, axes=true) > A2 = implicit_plot3d(y==c,(x,-2.1,2),(y,-2,2),(z,-2,2), > color='orange', opacity=0.25, axes=true) > A3 = implicit_plot3d(x==c,(x,-2.1,2),(y,-2,2),(z,-2,2), > color='green', opacity=0.25, axes=true) > S = plot3d(a*x^2-b*y^2,(x,-2,2),(y,-2,2)) > def _(which_figure=[A1,A2,A3]): > show(S+which_figure)
You have two different definitions here, but you only call one of them in the interact, I think - I've never tried this construction, and I'm not sure it's legit. In any case, even if you created A1 etc., you couldn't make them options in the second def, because how would they appear? A1 isn't a string, it's a plot, so I don't know how that would show up in a dropdown menu. What about this? var('x, y, z'); @interact def _(a=(-1,1,.1),b=(-1,1,.1),c=(-2,2,.2),which_figure=['1','2','3']): A1 = implicit_plot3d(z==c,(x,-2.1,2),(y,-2,2),(z,-2,2), color='red', opacity=0.25, axes=true) A2 = implicit_plot3d(y==c,(x,-2.1,2),(y,-2,2),(z,-2,2), color='orange', opacity=0.25, axes=true) A3 = implicit_plot3d(x==c,(x,-2.1,2),(y,-2,2),(z,-2,2), color='green', opacity=0.25, axes=true) S = plot3d(a*x^2-b*y^2,(x,-2,2),(y,-2,2)) show(eval("S+A%s"%which_figure)) I'm having trouble with the Jmol and Java plugin in my browser right now (anyone else having this trouble with 4.7.1 on Safari 5.x?), but @interact def _(wh=['1','2']): A1 = plot(x^2,(x,0,1)) A2 = plot(sqrt(x),(x,0,1)) show(eval("A%s"%wh)) works fine, so this should as well, I *think*. The magic potion here is that we append the formatted string (%s) for the variable (wh) to A, and then tell Python to evaluate the Python object you would get if A1 (for instance) were not a string, but an input to Python. - kcrisman -- To post to this group, send email to sage-support@googlegroups.com To unsubscribe from this group, send email to sage-support+unsubscr...@googlegroups.com For more options, visit this group at http://groups.google.com/group/sage-support URL: http://www.sagemath.org