Re: st:how to really combine two 3-dimensional graphs (using one x,y,z axis system)

[Steven Samuels <sjsamuels@gmail.com>]

Amanda wrote:
"I tried -gr combine-, but the output is simply put the two graphs  
side by side".

That's just the default output. The "col(1)" of -graph combine-  will  
put the graphs on top of one another. That and the "nowire" option of - 
surface- should get you close to what you want, as long as the z  
ranges do not overlap.

(On my system. Stata 11, OS X 10.5.8, PB G4,  the -surface- and - 
saving- options don't work, so I can't test this.)


Steve


On Jan 6, 2011, at 10:10 AM, Nick Cox wrote:

The reference here is to -surface- from SSC. Please remember to
explain where user-written programs you refer come from; this is a
very longstanding request on this list.

-graph combine- is just doing precisely what it claims, juxtaposing
graphs. All you can do with -graph combine- is put graphs side by
side. There is absolutely no scope for it to do what you want. Nor is
it surprising that there is no option controlling z-axes; Stata has no
concept of a z-axis and any appearance to the contrary is just a
programmer-produced illusion.

What you want I think requires non-trivial Stata programming or
recourse to other software. Good official support for 3-D graphics has
been on many users' wishlists for some time, including mine. but as of
now I don't see a way to do what you want in Stata. (Whether the graph
could be drawn to work well is a separate issue.)

Nick

On Thu, Jan 6, 2011 at 2:49 PM, Amanda Fu <mandy.fu1@gmail.com> wrote:

> I created two 3-dimensional graphs using -surface- for two groups. I
> aim to do now is to put the two  in one graph.  I tried -gr combine-,
> but the output is simply put the two graphs side by side. What I want
> to get is in one graph, the two groups 3-D graph of both the groups
> are drawn (they share one x-axis, one y-axis, and one z-axis). I also
> tried -gr combine, xcommon  ycommon-. The results are the same. And gr
> combine does not allow the option of  -zcommon- .
>
> Is there someone who could give me some suggestions on this? Thank  
> you!

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