[Paraview] details on glyph scaling
Moreland, Kenneth
kmorel at sandia.gov
Tue Jan 28 14:44:54 EST 2014
Well, gosh, Tim. If you put it that way I wouldn't bet my life on it.
If the glyphs look wrong, it should be straightforward to check if the underlying vectors match. For example, if you are seeing vectors that look ridiculously large or small, you can use the Find Data dialog to see if the magnitude of any vectors are beyond some expected range. If you see a particular glyph that looks wrong, select the source data under it and look at the actual values of the vector.
-Ken
From: Tim Bhatnagar <tim.bhatnagar at gmail.com<mailto:tim.bhatnagar at gmail.com>>
Date: Tuesday, January 28, 2014 11:21 AM
To: Kenneth Moreland <kmorel at sandia.gov<mailto:kmorel at sandia.gov>>
Cc: "paraview at paraview.org<mailto:paraview at paraview.org>" <paraview at paraview.org<mailto:paraview at paraview.org>>
Subject: [EXTERNAL] Re: [Paraview] details on glyph scaling
Thanks for the response, Ken.
Are you absolutely, 'no-other-possibility' sure? I ask because my visualizations are non-sensical if this is the case, indicating that I may have more serious issues up the pipeline. I ask for you to re-confirm because before I sent the previous message, I had found many complaints online about the user-friendliness of glyph customization..
Thanks,
Tim
On Thu, Jan 23, 2014 at 7:48 PM, Moreland, Kenneth <kmorel at sandia.gov<mailto:kmorel at sandia.gov>> wrote:
Set the Scale Factor to 1 and the Scale Mode to vector. That should size
the arrow glyph to the length of the vector.
-Ken
On 1/23/14 5:36 PM, "Tim" <tim.bhatnagar at gmail.com<mailto:tim.bhatnagar at gmail.com>> wrote:
>Hi,
>
>I have a 3D vector field (vectors are 3D), and would like to visualize the
>real length of the deformation vectors.
>
>Could you explain how I use the SetScale factors to achieve this?
>
>For example: If a point vector is [105um x 200um x 300um], then I want the
>length of the glyph to be sqrt(105^2 + 200^2 + 300^2), and for it to have
>the orientation that would be associated with a vector of such components.
>
>Thanks so much!
>
>Tim Bhatnagar
>
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Tim Bhatnagar
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