1/ Please use this Release Candidate version in order to help us to
built a stable final version 3.0
2/ Please mention bugs in our Bugzilla database:
http://scilabsoft.inria.fr/cgi-bin/bugzilla_bug/index.cgi (Select
Scilab 3.0 Release Candidate in the subsection of the product)
Foreword:
- The on line help french version is not provided in this Release
Candidate
- Matlab to Scilab Translator: most Matlab builtin functions have been
translated. The others, particularly Matlab graphics functions, will
be translated for release 3.0
- Please enter "help graphics_entities" at Scilab prompt to have help
for new graphics. Most graphics functions helps have not been
rewritten with the philosophy of new grapics. It will be done for
3.0
New features :
Windows version has been rewritten:
- Windows look & feel with association of Scilab files with Scipad editor
- Dramatic improvement of the speed of Scilab
- Compilation using C and Fortran Intel compilers or Visual C++ .NET
2003 project
Graphics: Object oriented graphics version (default mode - See the
foreword section before):
- 3-D surfaces are taken into account
- 2-D plots can be mapped into 3-D plots
The Matlab to Scilab converter has been completely rewritten:
- Large set of Matlab functions converted
- Matlab cells and structs converted into Scilab mlists
Miscellaneous:
- New and fast implementation of hypermatrices (thanks to B.Pinçon)
- Scipad improved: shortcuts, language handling, colorization (thanks
to E. Segre & F. Vogel)
- New library of 1-D, 2-D and 3-D interpolation functions (thanks to
B. Pinçon)
- Mex functions library improvement
- Scicos: large improvement
- Beta version of implicit Scicos
The Scilab team
email: sci...@inria.fr
> We are happy to inform you that the Scilab 3.0 Release Candidate
> version is now available on the www.scilab.org Web site.
>
> 1/ Please use this Release Candidate version in order to help us to
> built a stable final version 3.0
>
> 2/ Please mention bugs in our Bugzilla database:
> http://scilabsoft.inria.fr/cgi-bin/bugzilla_bug/index.cgi (Select
> Scilab 3.0 Release Candidate in the subsection of the product)
>[snip]
I'm just getting oriented to Scilab 2.7 and like what I've learned so far.
I did not see any cautions on what should be done to have 2.7 and
3.0RC coexist. So,,, I'm paranoid ;]!
I use WinXP Pro SP1 with 1.2 GB ram and Pentium 4 CPU
Side question:
Does Scilab 3 have capability to do 3D surface plots of experimental
data *rather than* just analytic functions?
Or did I get myself lost in the 2.7 documentation ;) ?
I've done some @d plotting in Scilab with some psudeo-3D using
multiple plot overlays. Someone pointed me to gnuplot. I suspect I'll
use it for initial overviews. But I think Ill need Scilab's "zoom"
feature eventually. Scilab makes number crunching portion of my
problem trivial. THANKS!
No. But if you can describe us the way your data can be structured, it
could help. I suppose that you have a set of 3d points that more or
less represent a surface. The best situation would be if you had a
triangulation
of you data (then you could use the trimesh or trisurf function of the
plotlib).
I suppose you don't have such a triangulation, but scilab's "mesh2d"
function
could help, if your surface can be easily projected on a plane.
S.
--
Utilisant M2, le client e-mail révolutionnaire d'Opera :
http://www.opera.com/
>
>> Does Scilab 3 have capability to do 3D surface plots of experimental
>> data *rather than* just analytic functions?
>
>
> No. But if you can describe us the way your data can be structured, it
> could help. I suppose that you have a set of 3d points that more or
> less represent a surface. The best situation would be if you had a
> triangulation
> of you data (then you could use the trimesh or trisurf function of the
> plotlib).
> I suppose you don't have such a triangulation, but scilab's "mesh2d"
> function
> could help, if your surface can be easily projected on a plane.
>
I have a VERY long .WAV file.
I use Scilab to do FFT on 100 mSec portions
[ therefor each spectra has ~4k data points ]
The input data for each FFT is offset by a constant amount
Are you saying I can easily plot this mess?
[ give me any reasonable data restriction and I can probably meet it ]
Ok. A brute force solution would be to gather all FFT's in a big matrix
and then use the plot3d function, but the size is problematic.
How many FFT's do you want to represent at the same time ?
Anyway, you could subsample the FFT after the computation (for the
representation), since a few hundred points would give something
already good looking.