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Hello all,

I'm trying to import a VTK_PolyData (.vtp) into the Caeses. I'm using the Data Connection -> VTK option.

However, Caeses can't find any data on it, because no object is created in the Obejct Three.

 

I'm using the vtkXMLPolyDataWriter to write the VTK file. Is it supported? Should I use another writer?

Thanks a lot,

 

Humberto

 

ps.: Please, dont remember my about Brazil x Germany game! =~

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Hey Humberto,

 

did you try to load the VTK-file within a Software Connector?

 

To do it follow these steps:

  1. open CAESES
  2. create a Software Connector: menu > connections > Software connector
  3. save your project
  4. click on 'computation' it's in the middle of the Software Connector widget and create a 'local application'
  5. change the name to Dummy and set as executable 'wordpad.exe' oder any other executable you like
  6. copy your result file to ':myproject/manual_results/baseline/computation/
  7. Software Connector widget: click on the green plus in the result file area to add a result file and choose your VTK file or click on the 'paper with a magnifying lens' this should automatically find your vtk file
  8. select the 'computation' and click the play button
  9. go to the Connections tab and click on the plus in front of computation and you should see your vtk data file. now you can start to create the post processning plots.

If that is not working do not hesitate to ask me again.

It might be good if you could upload the vtk file.

 

Cheers,

 

Karsten

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Hey Humberto,

 

Just a remark: It should be ok to use the data connection as described in your question, i.e. the software connector is not required (however, this is our typical use case). The vtk content should be visible and ready for configuring in the "connections" tab of the CAESES GUI. If this is not the case, probably this specific vtk content is not supported yet. But we can double-check and come back to you...

 

Cheers

Joerg

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Hey Humberto,

 

Can you send either Jörg or me your VTK-file? We can take a look at it and find out where the problem is.

It would be very helpful.

 

If you don't want to share your vtk-file with everybody you can also create a new topic in the bugs forums section.

Topics in the bugs section are only visible for you and our team.

 

Cheers,

 

Karsten

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Hey Karsten,

 

I tryed to upload the file in the first message, but I got an error message: "You are'nt permitted to upload this kind of file."

 

There are another way to send it to you?

 

I added the code writed into the .vtp file to the message. Maybe you can have an idea about the problem with it.

Cheers,

Humberto

 

<?xml version="1.0"?>
<VTKFile type="PolyData" version="0.1" byte_order="LittleEndian" compressor="vtkZLibDataCompressor">
  <PolyData>
    <Piece NumberOfPoints="1275"                 NumberOfVerts="0"                    NumberOfLines="0"                    NumberOfStrips="49"                   NumberOfPolys="0"                   >
      <PointData Scalars="Gamma">
        <DataArray type="Float64" Name="Gamma" format="appended" RangeMin="-0.360257"            RangeMax="0"                    offset="0"                   />
      </PointData>
      <CellData>
      </CellData>
      <Points>
        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0"                    RangeMax="4.0165609301"         offset="12412"               />
      </Points>
      <Verts>
        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="23164"               />
        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="23180"               />
      </Verts>
      <Lines>
        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="23196"               />
        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="23212"               />
      </Lines>
      <Strips>
        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="23228"               />
        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="28484"               />
      </Strips>
      <Polys>
        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="28684"               />
        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="28700"               />
      </Polys>
    </Piece>
  </PolyData>
  <AppendedData encoding="base64">
   _AQAAAACAAADYJwAASSQAAA==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AQAAAACAAADEOwAAbB8AAA==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AAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAAAAAACAAAAAAAAAAQAAAACAAAAYTgAAUw8AAA==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  </AppendedData>
</VTKFile>

 

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