One option is several implicit plots, colored by value, i.e. something
like:
var('x,y,z')
f=cos(x)*cos(y)+cos(y)*cos(z)+cos(z)*cos(x)
imps = []
plot_range = srange(0,3,.75)
color_range = [i/N(len(plot_range)) for i in range(len(plot_range))]
for i,q in enumerate(plot_range):
red = color_range[i]
imps.append(implicit_plot3d(f-q==0, (x, -2, 2), (y, -2, 2), (z,
-2, 2), opacity = .5, rgbcolor = (red,0,1-red)))
show(sum(imps))
-M. Hampton
On Mar 11, 2:21 am, [email protected] wrote:
> I don't want to plot f(x,y,z)=0.Yes, it should a 4d plot as you said.can that
> be done in sage?Thanks!YC ----- 原文 ----- 发件人: John H Palmieri 主 题:
> [sage-support] Re: 3D plot in sage时 间: 2010年3月10日 07:04:29On Mar 10,
> 9:39 am, [email protected] wrote:> Hi everyone,I want do this thing as
> follows in sage, is that
> OK?var('x,y,z')f=cos(x)*cos(y)+cos(y)*cos(z)+cos(z)*cos(x)and then I want to
> plot f. how can do it in sage?Thanks in advance!regards,YCIsn't this a 4d
> plot? Or do you want to plot f(x,y,z)=0? In thatcase, you could dosage:
> implicit_plot3d(f == 0, (x, -2, 2), (y, -2, 2), (z, -2, 2))--John-- To post
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