[Paraview] [EXTERNAL] Rotate 2d plane into 3d

Luiz Claudio Silva Magnago luizclaudiosm at gmail.com
Wed Mar 14 15:03:42 EDT 2012


Thank you guys! The combination of the Extract Surface + Transform +
Rotational Extrusion filters solved my problem! :)

On Wed, Mar 14, 2012 at 3:27 PM, David E DeMarle
<dave.demarle at kitware.com>wrote:

> Apply the Extract Surface filter.
>
> David E DeMarle
> Kitware, Inc.
> R&D Engineer
> 21 Corporate Drive
> Clifton Park, NY 12065-8662
> Phone: 518-881-4909
>
>
>
> On Wed, Mar 14, 2012 at 2:20 PM, Luiz Claudio Silva Magnago <
> luizclaudiosm at gmail.com> wrote:
>
>> My data is a VTK file. It's an unstructured grid. How can I transform to
>> polydata?
>>
>>
>> On Wed, Mar 14, 2012 at 3:15 PM, Moreland, Kenneth <kmorel at sandia.gov>wrote:
>>
>>>   Does the Rotational Extrusion filter do what you want?  (You'll have
>>> to convert your data to polydata if necessary first.  You'll also have to
>>> transform the data as the rotational extrusion only rotates around the Z
>>> axis.)
>>>
>>>  -Ken
>>>
>>>    From: Luiz Claudio Silva Magnago <luizclaudiosm at gmail.com>
>>> Date: Wed, 14 Mar 2012 15:07:02 -0300
>>> To: <paraview at paraview.org>
>>> Subject: [EXTERNAL] [Paraview] Rotate 2d plane into 3d
>>>
>>>  I'm solving a problem that can be simplified into a bidimensional
>>> problem. The problem is the estimation of the wear line of a blast furnace
>>> hearth.
>>> I want to "rotate" my bidimensional solution around the axis to generate
>>> a 3d figure. The figures will help you guys to understand.
>>>
>>> The following figure shows the temperature map of a radial section of
>>> the hearth.
>>>
>>>
>>> [image: Inline image 1]
>>>
>>>
>>>  The next figure shows an idea of what I want to do:
>>>
>>> [image: Inline image 1]
>>>
>>> This figure was generated with the rotation filter. I used the filter 4
>>> times and have changed the orientation of each one, just to show the idea
>>> of the final result that I want. The 3d figure should be something like
>>> a cylinder. It's like an interpolation of the rotation of the bidimensional
>>> figure around the center axis.
>>>
>>> Anyone knows how can I do that?
>>>
>>>
>>>
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>>
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