Doug's MATLAB Video Tutorials

November 11th, 2009

Basics: Volume visualization: 4/9 Display of contourslice and isosurface

This short video is the fourth of a series of nine that talks about volume visualization. Patrick gave this talk internally to help technical support engineers understand capabilities of MATLAB for volume visualization.

I like his slow, clear, methodical presentation with great visualizations. It is the first time I have deeply understood some of the volume visualization techniques we have.

2 Responses to “Basics: Volume visualization: 4/9 Display of contourslice and isosurface”

  1. Ryan M Turner replied on :

    Hey Doug:

    Thanks for these informative Matlab videos!

    I have a question. I would like to do exactly what you did except my data is not on a grid. I have a list of x, y, z coordinates with a scalar field defined at those points; however, the points are not on a uniform grid such as that created by “meshgrid.” I’d also like to look at the planar slices of that field as separate 2D objects either with a colormap or with contour lines.

    My first thought was that I could interpolate my output data values so that I have a grid. Looking at the function “interp2,” however, it turns out that I already need to have a grid of points to interpolate.

    I have searched online for this answer and have no clue where to turn next. Any advice pointing me in the right direction would be helpful.

    Thanks!

    Ryan

  2. dhull replied on :

    http://blogs.mathworks.com/videos/2007/11/02/advanced-matlab-surface-plot-of-nonuniform-data/

    The above might be similar.

Leave a Reply

Wrap code fragments inside <pre> tags, like this:

<pre class="code">
a = magic(3);
sum(a)
</pre>

If you have a "<" character in your code, either follow it with a space or replace it with "&lt;" (including the semicolon).


MathWorks

Doug Hull is a proud MathWorker who is on a mission to help you with MATLAB.

Doug's picture

These postings are the author's and don't necessarily represent the opinions of The MathWorks.